KR20090009782A - Method for optimization of measurement standard based on unifying measurement unit of physical property by dimensionless number, and industrial engineering calculation method, method for quantitative and qualitative analysis about dimensionless number relating to nature phenomena and computer operating system using the same, and computer readable recording medium having thereon instruction code for implementing the method - Google Patents

Abstract

A measurement standard optimization method, an industrial engineering operation method, a quantitative/qualitative interpretive method, a computer operation system and a recording medium are provided to set measurement standards of all physical characteristics as an object of measurement and optimize calculation and measurement, thereby calculating a group of physical quantity and austerely-defined physical quantity of a different dimension. A user interface for inputting physical quantity as a subject of analysis is provided by a request of a user(S60). If the user requests analysis after inputting analysis object physical quantity, it is checked whether a unit is included in the physical quantity(S70). If so, the unit included in the physical quantity is substituted by a zone code of a zero zone theory. And a dimension of the physical quantity is changed to non-dimensionalization(S80). The dimensionless physical quantity is searched through a search key(S90). It is determined whether a dimensionless number without error exists or not (S100). If so, a standard compatible code is inquired. A record in which the corresponding dimensionless number is recorded is identified. A mother number, an equation address, and mathematical operation are read out from the corresponding record. And the search result is outputted to the user (S110).

Description

Method of optimizing measurement standard by unifying unit of measure of physical property as dimensionless number, industrial engineering calculation method based on this method, quantitative and qualitative analysis method of dimensionless number related to natural phenomenon, computer operating system, and these methods FOR METHURE FOR OPTIMIZATION OF MEASUREMENT STANDARD BASED ON UNIFYING MEASUREMENT UNIT OF PHYSICAL PROPERTY BY DIMENSIONLESS NUMBER, AND INDUSTRIAL ENGINEERING CALCULATION METHOD, METHOD FOR QUANTITATO PHENOMENA AND COMPUTER OPERATING SYSTEM USING THE SAME, AND COMPUTER READABLE RECORDING MEDIUM HAVING THEREON INSTRUCTION CODE FOR IMPLEMENTING THE METHOD}

The present invention provides a method for optimizing measurement standards by unifying unit of measurement of physical properties with dimensionless numbers, and industrial engineering calculation methods based on the method, quantitative and qualitative analysis of dimensionless numbers related to natural phenomena, and a computer operating system. And a computer-readable recording medium in which these methods are programmed.

)과 관련 시키게 될 낱말은 분명하고 정확하게 정의된다. 그 낱말이 일상생활의 용어로서 갖는 의미와 혼동을 피하기 위함이다.The SI Base Units, the current International Base Units used by 7 billion people around the world, is a common internationally agreed unit. Sheep used in natural sciences

The words to be associated with) are clearly and precisely defined. This is to avoid confusion and meaning that the word has as a term of everyday life.

Physical properties can be defined as the minimum unit object that can be theoretically calculated mathematically, and is represented by physical quantities, which are actually units of measurement.

The laws of physics of nature show the interrelationships between physical quantities such as length, time, force, and energy. Therefore, it is natural that physics demands the ability to precisely define these quantities and measure them precisely.

)을 정확히 정의된 단위 크기와 비교한다는 것을 말한다. 측정은 채택된 표준단위와 비교한 결과를 이용하여 물리적 성질의 크기를 결정하는 것이다. 즉 표준단위와 비교하는 과정은 계산에 해당되고 그 결과에 크기인 수치와 단위를 붙여서 표현하는 것을 측정이라고 한다.To measure a physical quantity is that quantity (

) Is compared to a precisely defined unit size. The measurement is to determine the magnitude of the physical property using the results compared with the adopted standard units. In other words, the process of comparing with standard units corresponds to the calculation, and the result is a measure of the numerical value and the unit attached to the result.

In 1960, the International Conference on Metrology adopted a system of units that was convenient for all members of the Convention, and it was named the International System of Units, or "metric system" .The international basic units were length (m), time (s), current (A), and temperature (K). , Seven quantities of material (mol), luminous intensity (cd) and two subunits, plane angle (rad) and solid angle (Sr), and 27 induction units (frequency, force, pressure, capacitance, specific heat, etc.) In 1991, the system of units was slightly supplemented.

The direct reason for the need for the metric system is because of the development of science and technology, the compatibility of standards between countries has been called for. For example, there are 1,500 plants in the world making Boeing 747 jumbo jets, with around 4.5 million standard parts. Moreover, each part must have a precision of about 10,000 millimeters. It goes without saying that in order to assemble an aircraft by bringing together parts from around the world, there must be an accurate world common length standard.

However, since the basic units of the metric system are not comparable to each other and operate independently, the laws of physics that describe the relationship between the units are very complicated and difficult to understand. The vast majority of human beings have no doubts so far about things (unable to compare mass and time, unparalleled length and temperature, etc.).

One of the current physical quantities is counted using regularly repeated events. If there is no regular repetition in the world, time cannot be defined. The sun sets and rises, swings back and forth, and heart and pulse beats are examples of repeated phenomena.

The international unit of time is one second. Originally, 1 second was defined as the time it took for a 1-meter-long swing from one side to the other during the Napoleonic era in 1791. In other words, 1 meter was defined first and 1 second was defined using it. However, one second defined in this way has different values depending on where the earth is located. These differences, of course, are small, but bartering and navigating has led to more precise units of time.

So in 1889, instead of using a shaker, the earth's rotation was used to define one second. That is, one second is defined as the time taken by the sun to rise to the highest point on the earth and rise again to the highest place the next day, divided by 86400. This value agrees well with the definition of 1 second using a shaker and within the experimental error range at that time. This second was used until 1967.

But as society became more precise and science developed, it became unsatisfactory with the precision of dividing the day into 86400 by one second. In fact, the length of the day increases by 0.002 seconds every day. The reason is that the earth spins more and more slowly. Normally this difference in everyday life is not a problem, but in the field of communications and precision control, the inaccuracy of 0.002 seconds is unbearable. So physicists have been studying how to make clocks from atoms since the 1960s.

The current international standard of 1 second is 9,192,631,770 times the time it takes for a cesium-133 atom to vibrate once. In this case, the number 9,192,631,770 is intended to be equal to the one second time interval previously used.

The international unit of length is one meter. One meter was defined as one millionth of the distance between the equator (meridian) and the Earth's north pole in the Napoleonic era, and by that definition a rod of one meter was used as the standard for length. This was called a metric circle, and 30% of platinum and 10% of iridium were mixed to make it H-shaped so that it could not be deformed well. One of them was used as a standard meter circle and kept in the vicinity of Paris, France. I gave it to all over the world. Subsequently, precise measurements of the length between the Earth's north pole and the equator found that dividing the length by one-tenth of a millimeter was 0.18 mm longer than the length of the meter's primitive; As a result, there was a problem of increasing or decreasing.

So scientists wanted a standard of 1 meter that would not change forever, so they came up with a standard of length using the properties of atoms, just as in time. Thus, the World Conference on Length and Mass, held in 1960, redistributes the red orange light of Krypton-86 (86Kr) once in a vacuum to 1,650,763.73 times the distance (wavelength) of 1 meter. It became.

This definition, of course, was intended to be equal to the size of one meter previously used within the experimental error range. Krypton is a valuable element, but with krypton it is satisfactory because it can set a standard of unchanging length.

But in the same world these days it wasn't that outstanding. When comparing significant figures, the accuracy of one meter (relative error) defined by krypton is only about one hundredth of the accuracy of one second defined by cesium atomic clock. So, for example, the loss of accuracy in measuring the speed at which light travels in a vacuum is not time, but length.

The speed of light in a vacuum is measured at c = 299,792,458 m / s and can be measured even better if the length is measured accurately. So in 1983, 1 meter was defined using the speed of light: "One meter is the distance that light travels in a vacuum for 1/299792458 seconds."

It is even more frustrating for the standard kilogram of 1 kilogram, the international unit of mass. If space and time provide the stage and opportunity for an event, the protagonists of the event will be objects. And the most important factor in determining the motion of an object is its mass.

The international unit of mass is 1 kg. It was initially defined as the mass of water contained in a cube of 10 cm in length on one side under pressure of 1 atm and temperature of 3.945 ° C. Since water is easy to get anywhere, it seems to be a good definition at first glance, but the volume of water varies greatly depending on the temperature, so the temperature must be maintained at 3.945 ℃, and the vessel to hold water, evaporation of water, and swelling must be precisely controlled There is a hassle to do.

So we created a standard mass atom and defined its mass as 1 kg. This is also known as a kilogram primitive, which is a 3.9 cm diameter and 3.9 cm high cylinder of platinum and iridium that is stored near Paris.

And in other countries, they make auxiliary masses of the same mass and take them to their own countries as the standard for their country. So the precision of the 1kg definition we are using now is limited by the precision of the weighing scale.

Auxiliary mass atoms, now in many countries, are sometimes sent to Paris, France, to check for changes in mass compared to standard mass atoms. Of course, this is very annoying, but unlike the one-second, one-meter definition, there is no atomic standard yet more precise than this method.

The use of mass primitives is not a frustrating task in today's precise world. In particular, after 18 years of standard mass initiation in 1889, three tests were carried out over a hundred years and found a mass change of about 1 μg per year. It is based on the fact that all units in the international system of units use light or atoms, but only the units of mass are based on man's arbitrary energy.

Currently, the method of optimizing the numerical value of the measured physical quantity based on the above-mentioned <metric method> is a numerical method for explanation of observation about a specific natural state. It depends on empirical or statistical methods for a long time, and is widely used in genetic engineering, biology, macroeconomics, and physics complex.

However, it is known that it is impossible to simply quantify the natural state itself whether it is a clock or a clock. This means that there are no scientific theories so far that can theoretically clearly demonstrate the relationship between certain natural states.

The simple method of quantitative quantification makes it practically impossible to directly cross-compute or compare different dimensions. Even if the statistical method accumulated over time and various advanced error correction methods are used, the accumulation of small error terms cannot be avoided, which is a fatal flaw in the high-tech world where precision is a life. In addition to the limitations, they have so-called structural limitations.

Therefore, the direct qualitative interpretation of the comparative analysis object is almost impossible, and it causes a significant weakening of the prediction function and the control function, which are useful goals of scientific theory.

Determining the <standard> for the measurement of physical quantities has a great effect on industrial technology, whether it is an international standard or a domestic standard. This is because, in many cases, how the industry's standards are determined changes the industry's technology.

The current system of international metrology <metric> is obtained by hundreds of large and small international conferences held by heads of scholars from all major fields of natural science. However, the current metric system is still inadequate and never universal. The seven international basic units are independent of each other and cannot be compared among themselves. The incompatibility between basic units is incompatible with each other, leading to the limitations of the computer's main tool of calculation and measurement.

In other words, when computation is possible on a computer, the object of calculation is a logical proposition capable of a strict logical description. The logical proposition is the object of pure mathematical theory and refers to physical properties in the scientific community.

Physical properties can be defined as purely theoretical minimum unit entities that can be mathematically calculated. For example, there is a physical quantity defined by mankind to enable accurate communication, which can be called a promiseable physical property. It is important to note that computer calculations do not exceed this limit because mathematical calculations are now possible between physical quantities of the same dimension.

Kilograms (kg) can be calculated in kilograms (kg), but not in terms of temperature (K). Different physical properties (specifically, the physical properties of mass and the different semantic dimensions of physical properties of temperature) It is impossible to infer quantitatively or qualitatively what the logical quantities are.

If it is impossible to reason about the interrelationship between different physical properties, computer computation and control are impossible, and consequently computer computation becomes impossible.

The computational behavior of computers is not beyond the scope of simple arithmetic, so logical reasoning is necessary to interpret the computational results qualitatively. This is the true goal of output, the final act of computing. A series of computations in a computer consists of an engineering system based on the control of simple electrical signals. The problem is that inferences about computer calculations and results can only be obtained by coding externally in the form of a program according to the logic of computer language, which is a human-defined logical language.

In other words, rather than having a computer as a machine to judge or make certain cognitive actions, a computer puts a symbol with the grammar system necessary for input, and the computer pre-populates a specific symbol that appears as an output. It is only to understand, infer, and mechanically judge the logic system.

Here, an example of a predetermined symbol input in advance is a high-level language, and the computer reads and interprets the specific symbol output according to a promised rule. It is particularly important to note that because computer languages have a grammatical system, computers have a function of qualitative logic reasoning where meaning can be linked to simple quantitative computational propositions.

The computer language commonly used for input on computers is a beginner language, and real programmers use Structured English rather than Standard English. It has a certain syntax.

Since all computer languages have a strict grammar system, they are widely interpreted and willing to fit physical properties according to a certain pattern of nature, so they are classified at the same level as physical quantity as a basic term for obtaining a certain physical system in natural science. Can be.

Indeed, in order to implement the minimalist program of computer language, computer scientists are trying their best to obtain universal grammar with minimum parameters.

Linguists try to find the parameters, assuming that there are various languages in the world, but there are parameters as core unit elements that are commonly included in the grammar system of those languages. Similarly, in computer languages, if you can accurately interpret the information or the value of a parameter, you can produce a variety of languages with just a few simple combinations of parameters, and then identify the invariant system that is a regular grammatical feature between the languages. It becomes possible.

If you do this, you can build an ideal computer programming language by using only a few element elements, which makes computer calculations extremely simple and allows you to build systems that are bug-free and error-free.

Recall once again that natural science is now interpreting and interpreting various natural phenomena as physical quantities, logical expressions with different semantic dimensions. To express physical phenomena is to express natural phenomena with the physical physics that we are already familiar with, and to show how natural phenomena are represented by appropriate algorithms so that everyone can recognize them in common. This is possible because the physical properties of individual phenomena appearing in natural phenomena are defined and marked with already-defined symbols (physical quantities).

Making a commitment to the definition of physical properties in advance has a very important meaning which is indispensable to ensure the accuracy and comparability of the measurement. In particular, in the modern science that needs accurate information, the information is obtained by means of a computer. Therefore, the composition and grammatical system of computer language, which is a computer input means, have a close correlation with the definition of physical property, that is, the commitment. You can't help it.

Unfortunately, the current computer language system is a human-made grammar system that has no correlation with the definition of physical properties, and therefore inferences about computational functions and computational results must be made separately.

In other words, in order to output the result of various purposes in accordance with the logic circuit composed of difficult truth table in the operation and control part in general computer language, it means that the input method becomes very difficult or complicated structure, and there is a natural limitation.

This is one of the first difficulties in current computer science and engineering, but the input method of computer language to obtain output is very difficult and complicated. Especially, if the dimension is complicated in computer calculation, the logic circuit of the calculation and control part is complicated together, and the error (statistical error, structural error) of the input value obtained by empirical accumulation is accumulated, It's a fundamental limitation in its use, and it's also a major source of computer computation errors and bugs.

As logic circuits become more complex, efforts and techniques to physically speed up operations or expand memory are required in order to overcome the limitations of the logic circuit and obtain accurate output, which is the goal of computer computation. However, there is a fundamental limitation in that the hardware technical approach to simply increase the computation speed and increase the memory capacity starts from the lack of awareness of the deep and structural problem of the concept of physical properties and commitment.

The technical problem to be solved by the present invention is to establish a measurement standard of all physical properties to be measured and to optimize measurement (calculation and measurement), and to define strictly defined dimensions of different dimensions that have been previously considered impossible to calculate. The present invention provides a method for enabling calculation of a physical quantity and a set of physical quantities.

Another object of the present invention is to improve the accuracy and precision of industrial engineering measurement and control by providing a method of performing industrial engineering operations after converting measured or calculated physical properties into dimensionless numbers.

Another technical problem to be achieved by the present invention is to provide a method for quantitative calculation and qualitative analysis of physical properties expressed in dimensionless numbers.

Another object of the present invention is to provide a recording medium containing quantized dimensionless numbers to support quantitative calculation and qualitative interpretation of physical properties expressed in dimensionless numbers.

Another object of the present invention is to provide a computer-readable recording medium in which each method is programmed.

Another technical problem to be achieved by the present invention is to provide a computer operating system in which the formula itself = formula = algorithm = computer programming language = computer program.

In accordance with <Zero Zone Theory>, the present invention unified all measurement units (physical quantities, etc.) into dimensionless numbers to set new measurement standards and optimize measurement (calculation and measurement). This makes it possible to calculate both strictly defined physical quantities and sets of physical quantities of different dimensions that have been impossible to calculate each other until now.

The inventors have deeply studied the relationship between the meaning of numbers and various physical constants measured experimentally and elementary particle specifications (mass, etc.) to obtain invariants through intuition, and then the four physical quantities (physical beams c, Dielectric constant ε0, permeability μ0, gravitational acceleration g) and natural log e, circumferential p, and golden ratio, which always appear in the dynamical representation of nature, are compared and analyzed. It was found to have.

For reference, the theory that invariance exists in nature has been mainly addressed in Platonicism, formalism, and constructivism. It is well known that invariant theory has been the focus of debate because it is the basis for various interpretive theories of hydrophysical systems.

In addition, the present inventor not only obtains the relationship between the basic physical quantities based on the invariance obtained through intuition, but also converts the physical quantities into absolute values without dimensions through the restandardization of the luminous flux of "1". I found that. As a result, it was confirmed that not only energy and mass but also all physical quantities were equivalent.

Furthermore, the present inventors obtained the relationship between the analytical definition of the basic physical quantity and the quantitative numerical value by using the invariant, and then analyzed the physical quantities appearing in the upper layer on the basis of the equation and the numerical value of the natural vibration pattern of the basic physical quantity.

In this process, by confirming whether the physical value of the upper layer obtained by calculation coincides with the phenomenological experimental result obtained in the laboratory, the relationship between the analytical definition of the basic physical quantity based on invariant and the quantitative numerical value, and the natural vibration of the basic physical quantity We could verify that the equations and numbers on the pattern were correct.

As a result of the above verification, it was revealed that the basic physical quantity and the physical quantity of the upper layer continuously maintain the consistency, and why the natural frequency (dimensional dimensionless) of the underlying physical quantity inevitably has such a number. Became self-evident.

It was confirmed that the invariance used in the verification process provides profound meaning for the phenomenological facts in the natural world. In other words, the verification process using the invariant reveals the unique identity of the main physical quantity values of the lower layer, which underlies the natural phenomenon, and gradually reveals the concrete substance of the natural phenomenon while maintaining the consistency with the physical quantity of the upper layer. It was.

In addition, while repeatedly analyzing the physical quantities of the upper layer repeatedly, exponentially using the lower physical quantity, which is a component of the upper physical quantity, other various equations derived from invariant (local gauge invariant, etc.) are obtained. Over time, the clarity and reliability of the lower-layer physical quantities were more consistent with the consistency of the numerical values.

庫)라고 할 수 있는 핵심 상수인 ＜뉴턴＞의 만유인력상수, ＜아인슈타인＞의 상수(광속), ＜플랑크＞의 플랑크 상수의 관계가 명확히 해석되어 밝혀지는 단계이기도 하다.The above steps involve the uncertainty principle, which is the paradigm of modern quantum physics, and the meaning of measurement that is inseparable from intuition or consciousness. In addition, through the complicated stepwise reasoning process, three major reports of physics (

It is also the stage at which the relationship between the universal gravitation constant of <Newton>, the core constant of i), the constant (light flux) of <Einstein>, and the Planck constant of <Planck> is clearly interpreted.

Through the above process, the present inventor was able to overcome both the limitations of mathematical proofs and the propositions of non-commitment, and was able to rediscover the true meaning and value of physical quantities and physical constants that have been regarded as simple physical means. .

The present invention discloses the following technical idea of creating industrial utility based on <Zero Zone Theory>.

According to an aspect of the present invention, a method of calculating industrial engineering equations related to industrial engineering measurement or control may be performed by converting different physical quantities assigned different units into a dimensionless number using a zero zone code. And assigning to an expression.

Industrial engineering method according to another aspect of the present invention, the step of loading the industrial engineering formula; Receiving a physical quantity having a unit with respect to a variable included in an industrial engineering formula; Dimensioning the physical quantity by substituting the input unit of the physical quantity into a dimensionless number by a zero zone code; And calculating the dimensionless physical quantity by substituting the industrial engineering formula.

Industrial engineering method according to another aspect of the invention, the step of loading the industrial engineering formula; Receiving a physical quantity expressed as a dimensionless number with respect to a variable included in an industrial engineering formula; And substituting the physical quantity represented by the dimensionless number into the industrial engineering formula.

According to an aspect of the present invention, the physical quantity is expressed in standard units according to the metric method, and the step of converting the physical quantity into a dimensionless number replaces each unit included in the standard unit with a corresponding zero zone code. By converting the physical quantity into a dimensionless number.

According to another aspect of the invention, the step of converting the physical quantity into a dimensionless number, the step of converting the unit of the physical quantity to a standard unit by the <metric method; And converting the physical quantity into the dimensionless number by substituting each unit included in the converted unit with a corresponding zero zone code.

The present invention may further include outputting the industrial engineering calculation results in dimensionless numbers. The method may further include inverting and outputting the dimensionless number derived as a result of the calculation to a physical quantity having a unit after performing the industrial engineering operation.

In the present invention, when a physical constant is included in a formula for industrial engineering calculation, the physical constant preferably has a dimensionless number by theorem of the basic dimension.

Industrial engineering operation method according to the present invention, in a standard compatible code that stores a structure that can cross-reference the quantized nondimensional number and the corresponding dynamic relations by quantizing a number of dynamic relations complying with the zero zone theory Approaching; And comparing the dimensionless number of the standard compatible code with the dimensionless number derived as a result of the industrial engineering operation as the search key, identifying the dimensionless number that matches or has the smallest error, and then conforms to the dynamic equation corresponding to the identified dimensionless number. The method may further include reading and outputting from the code.

According to an aspect of the present invention, there is provided a method of constructing a standard compatible code, the method comprising: (a) receiving a dimensionless number and a natural dynamic equation corresponding to the basic dimension theorem according to the zero zone theory; (b) quantizing the dimensionless number into a plurality of numbers by performing a mathematical operation on the dimensionless number with a predetermined rule; (c) storing the reference code of the quantized number, the mathematical operation method applied in the derivation of the quantized number, and the reference code of the natural kinetic equation to enable cross-reference with the quantized number; And (d) repeatedly performing steps (a) to (c) with respect to a plurality of dimensionless numbers and their corresponding natural dynamic formulas.

Preferably, the present invention comprises the steps of receiving a plurality of non-dimensional numbers and a plurality of natural dynamic equations corresponding to each of the non-dimensional numbers in accordance with the basic dimension theorem according to the zero zone theory; And performing a permutation combination of the plurality of inputted dimensionless numbers to calculate the dimensionless numbers with each other using a predefined operator. For the dimensionless numbers resulting from the mathematical operation and corresponding natural dynamic equations, Proceed to step (b) and (c).

According to another aspect of the present invention, there is provided a method of constructing a standard compatible code, the method comprising: (a) receiving a dimensionless number and a natural dynamic equation corresponding to a basic dimension theorem according to the zero zone theory; (b) quantizing the dimensionless number into a plurality of numbers by performing a mathematical operation on the dimensionless number with a predetermined rule; (c) storing quantized numbers, mathematical operations applied in the derivation of quantized numbers, and natural kinetic equations for cross-reference with quantized numbers; And (d) repeatedly performing steps (a) to (c) with respect to a plurality of dimensionless numbers and their corresponding natural dynamic equations.

Preferably, the present invention comprises the steps of receiving a plurality of non-dimensional numbers and a plurality of natural dynamic equations corresponding to each of the non-dimensional numbers in accordance with the basic dimension theorem according to the zero zone theory; And performing a permutation combination of the plurality of inputted dimensionless numbers to calculate the dimensionless numbers with each other using a predefined operator. For the dimensionless numbers resulting from the mathematical operation and corresponding natural dynamic equations, Proceed to step (b) and (c).

According to another aspect of the present invention, there is provided a method for constructing a standard compatible code, comprising: (a) receiving a dimensionless number and a natural dynamic equation corresponding to the basic dimension theorem according to the zero zone theory; (b) quantizing the dimensionless number into a plurality of numbers by performing a mathematical operation on the dimensionless number with a predetermined rule; (c) storing the quantized numbers and their corresponding natural kinetic equations for cross-reference; And (d) repeatedly performing steps (a) to (c) with respect to a plurality of dimensionless numbers and their corresponding natural dynamic formulas.

Preferably, the present invention comprises the steps of receiving a plurality of non-dimensional numbers and a plurality of natural dynamic equations corresponding to each of the non-dimensional numbers in accordance with the basic dimension theorem according to the zero zone theory; And performing a permutation combination of the plurality of inputted dimensionless numbers to calculate the dimensionless numbers with each other using a predefined operator. For the dimensionless numbers resulting from the mathematical operation and corresponding natural dynamic equations, Proceed to step (b) and (c).

According to an aspect of the present invention, a recording medium includes a dimensionless number generated by quantization of a plurality of dimensionless numbers conforming to the basic dimension theorem according to the zero-zone theory, and a natural dynamic equation that is equivalent to the dimensionless number. Reference is made for your reference.

A quantitative and qualitative analysis method of a dimensionless number related to a natural phenomenon using such a recording medium includes: (a) receiving a physical quantity related to a natural phenomenon as a dimensionless number; (b) comparing the quantized dimensionless number stored on the recording medium with the input dimensionless number to identify the quantized dimensionless number having the same number or the smallest error, and (c) corresponding to the identified dimensionless number. And reading out natural kinetic equations from the recording medium.

Preferably, the present invention comprises the steps of (d) designating the error as a search key; (e) identifying a quantized dimensionless number on the recording medium by comparing the quantized dimensionless number and the search key value with the same number or the smallest error; And (f) reading natural dynamic equations corresponding to the identified dimensionless numbers from the recording medium and outputting the natural dynamic equations combined with the natural dynamic equations read in step (c).

According to another aspect of the present invention, a recording medium includes reference to a dimensionless number generated by quantization of a plurality of dimensionless numbers conforming to the basic dimension theorem according to the zero zone theory, and a natural dynamic equation corresponding to the dimensionless number. Codes and mathematical operators are listed to enable cross-referencing between dimensionless numbers and natural dynamic equations.

A quantitative and qualitative analysis method of a dimensionless number related to a natural phenomenon using such a recording medium includes: (a) receiving a physical quantity related to a natural phenomenon as a dimensionless number; (b) identifying the quantized dimensionless number on the recording medium by comparing the inputted dimensionless number with the inputted dimensionless number, and identifying the quantized dimensionless number with the smallest number or the smallest error; And (c) reading a reference code and a mathematical operator of a natural kinetic equation corresponding to the identified dimensionless number from the recording medium and outputting a mathematical operation to the reference code.

Preferably, the present invention comprises the steps of (d) designating the error as a search key; (e) identifying a quantized dimensionless number on the recording medium by comparing the quantized dimensionless number and the search key value with the same number or the smallest error; (f) applying a mathematical operator to the reference code of the natural dynamic equation by reading the reference code and the mathematical operator of the natural dynamic equation corresponding to the identified dimensionless number from the recording medium; And (g) combining and outputting the reference code of the natural dynamic formula to which the mathematical operator is applied in step (c) and the reference code of the natural dynamic formula to which the mathematical operator is applied in step (f). do.

According to another aspect of the present invention, a recording medium includes a dimensionless number generated by quantization of a plurality of dimensionless numbers that conform to the basic dimension theorem according to the zero-zone theory, and a natural dynamic equation corresponding to the dimensionless number; In addition, mathematical operators are listed to enable cross-reference of equivalence between dimensionless numbers and natural dynamic equations.

A quantitative and qualitative analysis method of a dimensionless number related to a natural phenomenon using such a recording medium includes: (a) receiving a physical quantity related to a natural phenomenon as a dimensionless number; (b) identifying the quantized dimensionless number on the recording medium by comparing the inputted dimensionless number with the inputted dimensionless number, and identifying the quantized dimensionless number with the smallest number or the smallest error; And (c) reading a natural dynamic equation and a mathematical operator corresponding to the identified dimensionless number from the recording medium and outputting the natural dynamic equation by applying a mathematical operation to the natural dynamic equation.

Preferably, the present invention comprises the steps of (d) designating the error as a search key; (e) identifying a quantized dimensionless number on the recording medium by comparing the quantized dimensionless number and the search key value with the same number or the smallest error; (f) applying a natural operator to the natural dynamic equation by reading from the recording medium a natural dynamic equation and a mathematical operator corresponding to the identified dimensionless number; And (g) combining and outputting the natural dynamic formula to which the mathematical operator is applied in step (c) and the natural dynamic formula to which the mathematical operator is applied in step (f).

The present invention described above may be coded in a programming language and stored in a computer-readable recording medium. Record media include ROM (Read Only Memory), RAM (Random Access Memory), Compact Disk-Read Only Memory (CD-ROM), Digital Video Disk-Read Only Memory (DVD-ROM), magnetic tape, floppy disk, Optical data storage, flash memory, and the like. In addition, the recording medium may be stored in a networked computer system so that the computer-readable code is stored and executed in a distributed manner.

The accompanying drawings, which are incorporated in and constitute a part of the specification, illustrate the presently preferred embodiments of the invention and, together with the description of the following preferred embodiments, serve to explain the principles of the invention.

The following drawings, which are attached to this specification, illustrate exemplary embodiments of the present invention, and together with the detailed description of the present invention, serve to further understand the technical spirit of the present invention. It should not be construed as limited to matters.

1 and 2 are tables showing the correlation between the display unit by the international induction unit (SI) and the standard compatibility code (zero zone code).

FIG. 3 is a table showing quantization numbers (which may be referred to as standard compatible codes or zero zone codes) for The SI Base Units.

4 to 10 are tables showing detailed definitions and formulas for quantization of each basic unit included in the international basic unit.

11 to 19 are tables showing quantization numbers (which may be referred to as standard compatible codes or zero zone codes) for main elementary particles and physical constants.

20 is a flowchart illustrating a process of constructing a standard compatible code having a concept extended to a database.

FIG. 21 is a flowchart illustrating a process of quantitatively and qualitatively analyzing dimensionless numbers related to natural phenomena using a standard compatibility code constructed as a database.

This invention is based on the <Zero Zone Theory> which this inventor devised. The Zero-Zone Theory has been known to have a special distinction or boundary between the natural phenomena in the form of individual elementary particles and interaction forces, which cannot be crossed so far, but in reality, these barriers do not exist. to be.

Zero-Zone Theory has a basic theorem that transforms seven basic physical quantities and all derived physical quantities into the same dimension. Here, the transformation means a mathematical rule and a functional relationship that converts a mathematical operation object into another object through a transformation.

◎ Basic Dimension Theorem of Zero Zone Theory

I. Definition of three levels of basic dimensions

Zero-Zone Theory unifies all physical quantities into one and the same dimension, called energy, by converting the minimum quantum unit of energy into "light." Thus, "light" becomes the definition and attribute of being, the starting axiom of all theories, space-time itself. It is also the starting point for all language letters that are a means of communication.

Zero Zone Theory explains the process of revealing all things of nature in three stages.

The first stage is defined as <Stage of Existence>.

The second stage is a <stage of symbol>, which is a stage after the stage of existence, and at the same time, a third stage, that is, a stage of the so-called <stage of reality> which is a stage of existence. The second step is the selection process, which judges the authenticity of propositions of true and false. The moment of speaking is the stage where the logical contradiction of duality begins, and the stage where mathematical axiom or physical standardization is started, and the basic dimension of physical property is fixed as one meaning.

The final third step is the beginning axiom <the phase of existence> and the <step of representation>, which is also the stage of choice of the conflict and tension of authenticity choice, one of true or false in the contradiction of duality of true and false. It is a <step of expression> which is a step of selecting. Mathematically, it is the step of overcoming contradiction and doubled factor and physically the principle of uncertainty is intervened so that the meaning of measurement is interpreted as the result of natural phenomena.

In the basic dimension level, where logical representations of different semantic dimensions become one, all physical quantities over three phases of time and space with different attributes have one and the same dimension. In the physical sense, it is the principle of invariance in which the physical properties of nature have a certain pattern and a constant relationship regardless of time and space. Here, invariant refers to a property in which a physical property or a law of physics does not change for any manipulation (transformation or operation) such as inversion of space coordinates, time reversal, charge pairs, rotation, or Lorentz transformation. It is a principle that shows an immutability for any transformation.

"Light" is spread over three stages of time and space with different properties, and it is possible to infer definitions, axioms and standards for the properties of "light" itself. However, the limitation of the proof of the existence of "light" comes from the fact that it cannot be proved inconsistently, and the limitation of the proof of itself in the matter of definition of the existence of light is also impossible.

The existence of "light" is not interpreted until the transition from the stage of existence, which implies that it is impossible to simultaneously define and prove in a formal system, to the stage of measurement, the stage of expression, which is a specific act. Measured and verified

It is only until the stage of expression that the meaning of "light" itself becomes clear, and it is expressed as an individual "light" (photon). While "light" is a mathematical demonstration, "light" (photons) is the existence, and the fact that "light" has mass is actually verified through experimental measurements. The “lightball” becomes the smallest quantitative unit of energy that can be measured realistically as it becomes a physical property that is the smallest possible entity for mathematical calculations, and it is also the smallest unit of computation that can be calculated on a computer.

Approaching the three stages of space-time in terms of the relationship between elementary particles and numbers, the first stage is the stage in which the existence of "light" and the concept of quantum and complex numbers are simultaneously established.

The second stage is a stage in which neutrino particles having the characteristics of the first stage and the third stage are generated, where real and imaginary numbers coexist, and also the stage where the characteristics of the gravitational force intervene.

In the third stage, "light", which functions throughout all time and space, appears as particles of directional electrons, which in particular are symbols of the real world. In other words, the former is a realistic messenger of "light". As far as is unknown, this is also the reason why "light" occurs when an orbital transition of an electron occurs through a quantum penetration in an atom. It is also a step in which gravity is mistakenly measured in the form of gravity constants.

Thinking deeply about the concept of space-time as above, it is possible to build a critical conceptual framework for understanding the relationship between duality such as matter, immaterial, error and imagination. Using this conceptual framework, for example, allows a qualitative approach to the so-called qualitative meaning of imaginary numbers and the quantitative value of the real number, ie, the quantization of imaginary numbers, in relation to elementary interactions measured in the laboratory. do.

In <Zone Zone Theory>, the quantitative and qualitative meanings of the basic and induced physical quantities are interpreted in the unified dimension. Therefore, the intrinsic values (non-dimensional numbers) of the physical quantities obtained in this way are related to the existence of "light" regardless of time and space. The reasoning for the existence of the "light". The intrinsic value and true meaning of the physical quantity is obtained in strict compliance with the law of conservation of energy.

The usefulness and reliability of inference can be proved through concrete experimental data. The meaning of truth can be pursued through mathematical arguments, but its practical usefulness is completed by direct verification through physical experiments. Mathematical arguments and physical measurements are necessary and sufficient to explain reality "as is".

Mathematical argumentation is necessary in the pursuit of truth, but it is never enough. In order to realistically compensate for sufficient conditions, direct physical measurements are required. The result of physical measuring behavior can be described as a <expression> in the world of existence. This is why the space-time of the third stage is called <the stage of expression>.

The intrinsic values (dimensionless numbers) of the physical quantities revealed in <Step of Representation> are determined harmoniously according to the invariant principle having a certain pattern. Therefore, if this eigenvalue is used as the basis for the actual measurement, it is possible to unify the physical quantities into dimensionless numbers. Of course, this assumes that you know invariants.

In Zero-Zone Theory, the principle of invariant is that the physical law expressed invariant maintains independence no matter what reference coordinate system is selected along with the dictionary definition.

Take the former case as an example. The natural frequency of the electron (dimensionless) consists of a combination of specific parameters and found that this is one of the invariants. The values of each parameter constituting the invariant are determined unconditionally and are not fixed but determined from the initial condition. In fact, the mass of the electrons (static mass) is determined experimentally based on the value of an arbitrarily determined parameter (physical quantity). In other words, as the initial conditions change, so does the value of the parameter, but the invariance and natural frequency remain unchanged.

This is equivalent to the fact that the mass of an electron is constant, even if the parameters that make up an electron, a physical system, have a variety of values—in other words, whatever reference coordinate system is chosen. Therefore, the meaning of the expression symbolized by the mass of electrons is that the modal natural frequency of a single physical system called electrons is constant. In simple terms, the mass of the electron maintains its independence from the values of the parameters.

And this is because it is impossible for the field to count quantum effects (parameters with specific physical properties by themselves in nature, but when they are combined to form a set, it is possible to count the specific physical properties that can be counted one by one. It can be said to have a single particle).

In <Zone Zone Theory>, the method of determining the natural frequency of the electron starts by finding the optimal combination of parameters, that is, the physical quantities. Invariant is not only one, but it depends on the parameter, so there can be many different types and combinations of parameters that are related to the natural frequency of the electron.

In <Zeron Zone Theory>, invariance of optimized parameters is obtained by analyzing various experimental phenomenological values according to the parameters of constant constant values that are currently used by the natural sciences, that is, the initial conditions of physical quantities. The numerical value of is determined.

This is the value corresponding to the static mass, which is currently referred to in physics, and in the actual measurement of <expression stage>, the natural frequency changes according to measurement conditions such as electron velocity. In other words, the natural frequency of the electron is determined by the theory of relativity or the law of quantum mechanics at the stage of measurement.

According to the time-space concept of <Zero Zone Theory>, the measurement of time depends on the physical change caused by motion, and the measurement of time and time is not the same. The reason for this is that the conceptual definition of time is set by the condition given in the stage of being, and because measuring time is an act involving human consciousness, it belongs to the stage of expression and is defined in the stage of being. The measurement of the time taken and the time at which the phases of presence-representation-expression are united differ.

For any theory, logical explanations need to express the subtle spacing that exists between time and its measurements, or between time and the motion of an object. For this reason, although abstract definition and the consciousness of the object of the abstract definition and measurement as an act involving consciousness specifically describe the concept of space-time separately, definition (time) and measurement (measurement of time) In reality, a new concept of space-time is needed because of the fact that the steps cannot be separated in reality.

In this concept, fusion and harmony are not fusion, but fusion is not a fusion, but a fusion in which the objects of inference are basically the same in terms of logic before and after, but differ in dimension, and at the same time contain a relationship that is inseparable from each other. This is manifested in quantum mechanics as the concept of complementarity that Bohr said.

When a physical system called electrons maintains its independence, it means that the electrons have natural frequencies. In other words, the parameters of the electrons have a constant natural frequency in combination.

Here, modular combinatorial means that the unit combinatorial parameters have harmonious convergence. In other words, their combinations have invariants of a constant system.

The answer to the question, "Where do all the laws of physics and constants come from?" And "What fundamental principles exist for associating laboratory numbers that seem arbitrary?" Comes from "the same principle of invariant principles." "I can say.

Therefore, finding a theory that yields theoretically predictable numerical results (other results) in any other area, consistent with experiments across all the areas examined, is never known to natural scientists, but is never done. It is strongly suggesting that it is not impossible.

Since practical and concrete equations and interpretations of natural phenomena are based on mathematical axioms or physical standards, they are given in <Steps of Being>. In other words, the game operation is given in the stage of existence and the game rule that is the criterion in the actual game becomes the concept of realistic definition revealed in the stage of expression.

立) 불가능한 관계에 있게 된다. ＜표현의 단계＞에서는 ＜존재의 단계＞에서 모순이 되었던 두 가지 선택요소중 하나를 선택하여 판단의 기준으로 삼는 것이다.For example, the question of a fundamental concept, such as "what is energy," corresponds to "being" because it is a fundamental question of "energy," which is a common element of "expressions" in the natural world. However, this 'being' is not an arguable character in the <Step of Being>, so it is purely man's intention to define the initial condition. At this time, the definition proposition must be defined in advance with at least two possibilities, which can be selected in the stage of expression. These two possibilities are mutually compatible due to the nature of the action of choice.

立) You are in an impossible relationship. In <Step of Representation>, one of the two optional elements that were contradictory in <Step of Being> is selected as a criterion of judgment.

Why should two contradictory concepts be prepared in advance at the stage of existence? This comes from the justification of the existence of mathematics, the mother of all disciplines, because mathematics is the study of logic systems that eliminates contradictions. Mathematics has the property of presupposing the notion of the contradiction that the definition of proposition can only be one of true and false, and the concept of double rate that there can never be a third element other than true or false.

Therefore, the reason for predefining the definition of the proposition and the conditional theorem is indeed obvious. An important point that is particularly easy to be overlooked here is that the definition of the propositions of two contradictory contents belongs to the category of one dimension equal to each other in the stage of existence. For example, good and evil, true and false, "0" and "1" are contradictory concepts in the stage of expression, but in the stage of existence, they are mutually equal.

In other words, in <Step of Being>, two opposing elements, such as true and false, exist in one equal position and one same category. Only when two opposing elements exist in the same category and on the same dimension can qualitative and quantitative comparisons be made. Since both qualitative and quantitative comparative judgments are needed here, the two opposing elements must be plural oppositional elements rather than simple ones.

The fact that two opposing qualitative objects on the same dimension and two opposing quantitative objects on the same dimension is needed is not just a dichotomous comparison, but a comparison of two congruent dichotomys of two opposing elements in the same dimension. It means that judgment is needed. This concept could be an important turning point in overcoming the limitations of the chronic dichotomy that result from the concept of simple dichotomy comparison today.

The fact that two contradictory and conflicting elements exist in the same dimensional position in the stage of proposition where people construct a concept arbitrarily (one expression) is a very important core concept in Zero Zone Theory. This is an important feature and content of propositions that are easily overlooked in the stage of existence, and this plays an important role and function in the stage of expression. In other words, it is very important that the two opposing elements exist in the same dimension and thus can be compared.

In the stage of existence, the duality is mixed in the same dimensional line where particles and waves are present, but only one of two possibilities must be selected in the real world, the world of measurement, which is the stage of expression. do. For this reason, whether it is a particle or a wave, it can only be measured in one aspect. Which one is selected is determined by the measuring means. Thus, the use of appropriate measuring equipment to observe particles is observed in particle characteristics, and the use of suitable measuring equipment to observe wave characteristics is observed in wave characteristics. This is also the recent conclusion of quantum mechanics. The reason why it is impossible to observe the characteristics of particles and waves at the same time is due to the realistic necessity of choice of authenticity. In other words, the fact that the two characteristics are not revealed at the same time is a product of the game rules as a result of the inevitable situation in which the existence of the proposition is forced to be established.

Let's apply the same logic to the static and luminous flux of light. Stationary and luminous flux, which define the state of motion on an equal level, are indistinguishable at the stage of being, but at the stage of measurement, the stage of expression, any object can have the characteristics of static and the flux at the same time. This leads to the interpretation that it cannot be. It is not possible to stand still and move at the same speed at the same time, which is the same logic that it is true and cannot be false at the same time.

In modern physics, the static mass of a photon is defined as "0", but even when modern physicists actually perceive the presence of a photon by sensing the photon's pressure from the heat of sunlight coming into the skin, even modern physicists " You won't be embarrassed about the concept defined by "0". Similarly, the confusion about "0" and "1" as the true attributes of numbers stems from the nature and origin of duality. In other words, regardless of how the definitions of the numbers "0" and "1" are defined, the critical properties and utility of the proposition that the numbers "0" and "1" exist in the same dimensional position, and the result Physics is overlooked.

In the <step of existence>, the definition of the proposition includes the above attributes, so if the luminous flux is defined as "1", the stop must be "0". This is because, in <Step of Expression>, the logic that the speed of light and stop can never be simultaneous, as the truth and false cannot exist simultaneously. The speed of light and static are incompatible with each other, but exist in the same dimension in the <step of existence>. If they correspond to "1" and "0", respectively, the logical concept of "1" and "0" can be utilized to the maximum in the <step of expression> while maintaining the definition concept of proposition.

In other words, the concept of the number "1" becomes the basic ruler of all numbers in the process of symbolizing the number "1", thus qualitatively acting as a "size ruler." Will be displayed. The concept of the number "0" also acts as a "direction ruler" that qualitatively sets the direction of the "size ruler" of all numbers in the process of being symbolized by the number "0". It is a qualitative reference point, and at the same time, it is a quantitative size unit of quantitative number "0", each playing a dual role.

The numbers "0" and "1" originating from the attribute and concept of the number "0" and the number "1" come from the same dimensional line of <the stage of being>. Without knowing these properties, modern scientists interpret the numbers "1" and "0" only in terms of quantitative meaning in the measurement process in <Step of Expression>, so the chaos, waves and particles of the photon's static mass and pressure It caused confusion about. This is a confusion that arises because people overlook the meaning that two opposing elements are identical in dimension in the definition of a proposition and the concept. This confusion is based on the analytic and quantitative meanings of the numbers "0" and "1" in the stage of axiom and standardization, the stage of existence, only in units of quantitative calculation in the stage of expression. This is the result of the interpretation.

The two opposing elements "0" and "1" in <the stage of existence> are equivalent, but in the stage of measurement, the two opposing elements have their respective functions, and "0" and "1" are qualitatively different dimension categories. In addition to quantitatively, they have different calculation values. That is, the dimension corresponding to a pair of pairs (beam-stop, truth-false, magnitude ruler-direction ruler) of "1" and "0" (1 = beam, truth, magnitude ruler, 0 = stop, false, direction ruler) As a result, the photon has the property of "1" or "0" in the <step of existence>, which leads to the conclusion that the luminous flux is "1", that is, the stationary mass of the photon is "0". will be.

Similarly, in terms of size, when a photon has a size as a particle, the number becomes "1", which has a meaning as a least common divisor, and may also be a starting point for inducing invariants described below. As a wave, it becomes "0" without magnitude or mass. As a result, the photon has the simultaneous meaning of "10" and "1" and has one aspect of the opposing element of "0" (no mass) and "1" (with mass) in terms of size. Equation 2 has sides of opposing elements of "0" (stop) and "1" (beam).

II. Plural double (pair pair) characteristic interpretation of "light"

The simple dichotomy of "light" as a particle and at the same time a wave is logically self-contradictory, since the particle and wave are at opposite levels. From the point of view of natural science, two opposing elements cannot exist simultaneously in the same collinear dimension. To be precisely explained, "light" is both a quantitative particle that can be counted one by one and a countless qualitative wave that is not in the same collinear dimension. Even if the duality is opposed, it means that the opposite elements that logically fit the dimension must be matched.

In the former explanation that it is both a particle and a wave, there is a logical contradiction because the particle and wave corresponded to two opposing elements of the same collinear dimension, but in the latter explanation, in the qualitative sense, Since the wave is divided into two parts, the particle and wave are interpreted as plural dual (pair-pair) characteristics rather than collinear elements of the same dimension, so that the dual characteristic of "light" is properly defined without logical contradiction.

When "light" has countable masses and moves at the same time as the speed of light, the concept of mass is quantitative, the concept of light speed is qualitative, and both concepts are not on the same dimension and are therefore not opposed to each other. An accurate understanding of the pluralistic dual (pair-pair) nature of light, the concept of quantitative mass and the concept of qualitative luminous flux, can explain the phenomenological character of "light" observed in the lab as particles or waves. These concepts of mass and the concept of luminous flux (rather than a simple distinction between particles and waves) are not opposing elements in the same collinear dimension, so they are logically inconsistent in their content.

Let's take an example to understand the "characteristic interpretation of multiple double-pair pairs". When you say that a man can't be a woman at the same time, it is easy to understand that it is omitted that this is the same dimension of sexual function. However, when a man can be a woman at the same time, this statement can be made on the premise that a man is sexually functional but is sexually female. In other words, since the sexual dimension and the personality dimension are not collinear, one person can have both male and female dimensions.

Let's extend "characteristic interpretation of multiple double pairs" to the interpretation of the difficult time-space concept. Recall that "light" is both a particle and a wave is not just a dichotomous definition but a particle in one dimension and a wave in another dimension.

Particles can be interpreted as indicating spatial properties and waves as indicating temporal functions. The reason for the function here is that some function is possible due to the time. Therefore, "light" is not simply a space-time continuum that has time and space at the same time, but can have a function of time and a characteristic of space at the same time. The same is true when the function of time is replaced by the function of time and the property of space by the function of space. Let us think about this theory of interpretation of space-time by connecting it with arithmetic or logical operators of algebra.

The symbol of the intersection of logic operators is the same dimension as the arithmetic operators of multiplication (×) and division (÷) and contains the meaning of “and (simultaneous)”, so that physics symbolizes the characteristics of space. On the other hand, the sign of the joint operator, the logical operator, is the same dimension as the arithmetic operators plus (+) and minus (-) and has the meaning of 'or', and in physics it symbolizes the characteristics of time.

On the premise of this, when applying the concept of a pair of pairs, "light" has the characteristics of space and has the function of a logical operator (set, addition or subtraction), or has a characteristic of time and a logical operator (intersection). (∩), multiplication and division). Solved easily, "light" can be interpreted as having its own function of adding or subtracting particles to one another according to the invariant principle, or of having the effect of multiplying and dividing at the same time as waves.

This makes sense that the concept of infinity is not merely a numerical value for quantitative calculations, but a conceptual and qualitative symbol. This interpretation allows the dual-dimensionality of different dimensions, where space-time is on the one hand the principle of constant speed of light, and on the other hand, simultaneous forces act on infinite distances.

This "characteristic interpretation of plural double pairs" clarifies the difficulty of interpreting multidimensional duality, which is semantically or structurally complex between all existing theories, such as the theory of relativity and the dissonance of quantum mechanics. It can provide important clues that can be solved.

III. Definition of energy and minimum quantum unit of energy

Energy is a logical concept in which all physical properties are minimally pledged, so it is possible to unify all physical quantities in the energy dimension. In other words, each and every physical quantity is a different representation of the potential ability to do work on its own in the same dimension.

This potential capability is defined as energy in the <expression stage> in which the measurement is made. In fact, scientists only name the property of the number "1" under the name energy, and the basic and various derived physical quantities currently defined in the natural sciences may only represent quantitative differences in energy that reflect the number "1" property. It is only.

The quantitative difference in energy represents the qualitative and quantitative value of the physical quantity as the corresponding natural frequency represented by various natural phenomena. After all, numerical values, which are quantitative differences in energy, have both qualitative and quantitative dual values.

In <Step of Expression>, it is a step of measuring the dynamic expression of the nature changing constantly (stop). Light energy is composed of many photons, each of which is called photon. In a quantitative and quantitative sense, the photon 1 is based on the concept of light properties (1 photon = 1 photon mass = 1 photon time = 1 photon velocity = 1 photon distance) and the number "1". Let dog be the smallest quantum unit of energy and define a numerical value "1" which is a dimensionless unit.

The numerical value "0" in the <step of expression> in which the measurement is made expresses the magnitude of the numerical value, not the concept of "0" of the stop "0" corresponding to the concept of the beam speed "1" in the <step of existence> That means no mass.

The "speed of a photon" is "1" to express that the second (s), which is a unit of time defined in the basic physical quantity, is equivalent to the mass or distance of a single photon. The distance of one photon corresponds to the wavelength of one photon, which is the fundamental shortest distance, which is the compton wavelength of one photon. Compton wavelength is a simple inverse of the natural frequency, and the inverse of one photon also has a value of 1, which is unique to photons, the smallest quantum unit with the number "1".

Zero-Zone Theory unifies the dimensions of qualitative interpretation of all physical quantities on the basis of the qualitative and quantitative numerical values of energy for the minimum quantum unit of photons, while simultaneously eliminating the quantitative numerical values for each physical quantity. Newly renormalized to the number of dimensions.

If Planck's constant is defined as the basic constant existing in nature as a measure for determining the smallest limit of a substance, it has the value "1" and has the same dimension as photon quantitatively and qualitatively. If Planck's constants are defined in relation to photons, the smallest quantum units of energy, then Planck's constants differ only in names that have the same meaning as photons.

As a new concept is established for the minimum energy quantum unit, all physical quantities including basic physical quantities are re-standardized to have natural frequencies (frequency), which are collectively called zero zone codes.

The physical meaning of the zero-zone code means that all small particles and various natural phenomena measured by scientific observation have their own frequencies. According to this conceptual development process, the explanation of the definition of energy and the interpretation of the minimum quantum unit of energy are derived naturally. Therefore, the minimum quantum unit of energy that can be measured realistically by physical properties becomes the actual basic physical quantity of seven basic physical quantities.

In other words, the seven basic physical quantities are composed of the same basic physical quantities. The true meaning of this word is that it contains an important message of the idea conversion that the seven basic physics, which were known to have different semantic dimensions so far, are compatible and can be equivalent.

As the basic physical quantity s (s) becomes "1", it becomes the actual basic physical quantity. The correlation between the basic physical quantity and the basic physical quantity is uniform in dimensions, and this concept makes it possible to convert all physical quantities into dimensionless numbers without dimensions. This is the same as a computer's basic data unit is bytes, but it consists of bits, which are dimensionally identical basic data units.

IV. Strict Compliance with Energy Conservation Law

Observing the conservation law in terms of physics means that the Planck constant or number of photons is preserved before and after the equation. Before and after the equation means that the concept of time is involved in the combination of physical quantities in which an event develops, and that numerical values of physical quantities based on photons, which are the least quantum energy, are preserved around equal (=, assignment operator).

In mathematical terms, the logical values of the operands around the arithmetic operators are inconsistent, and in computer linguistics, computer calculations around the logical operators can be performed within a certain time without errors or bugs. . The conservation of energy in the world of measurement means that propositional logic is preserved. In this respect, the definition of energy extends beyond a simple physical concept to universal law or invariance, which is preserved in the world of measurement.

V. Scale Invariance

(유도과정은 후술함)를 구성하는 요소로서의 단위모들인 매개변수

(쿨롱상수, coulomb constant),

(전하량, coulomb),

(전위, volt),

(거리, meter)는 임의의 수치 값에 관계없이 항상 일정한 불변식과 더불어 불변수를 가진다. 이를 척도불변성이라고 한다.Invariants, such as a structured module of specific physical quantities identified in <Zero Zone Theory>, for example

Parameter, which is a unit model as a component of (induction process described later)

(Coulomb constant),

(Charge, coulomb),

(Potential, volt),

(Distance, meter) always has a constant, with constant constants, regardless of any numerical value. This is called scale immutability.

, 유전율

, 투과율

, 중력가속도

)의 물리량에 대한 해석과 수치 값 및 실험현장에서 얻어진 엄밀한 실험 수치 값을 기준으로 하여 결정하였다.The values generated by the parameters, which are unit modules, are always constant.However, in <Zone Zone Theory>, the four values (Luminous flux)

Permittivity

Transmittance

, Acceleration of gravity

) Was determined based on the analysis and numerical values of the physical quantities and exact experimental numerical values obtained at the experimental site.

As a result, it is possible to obtain ultra-precise calculations while maintaining consistency with various experimental phenomenological facts presented by the world's leading research institutes (Fermi Institute in the US, CERN in Europe, KEK in Japan). I found it.

The proposition that the numerical values of each parameter of the unit module can never be derived from pure mathematical arguments has already been demonstrated by the incompleteness theorem of Goedel's mathematical proof, so the determination of these values is free and theoretically permutable. Because it is infinite, it can have various values.

It is worth noting that the way to create invariant variables corresponding to invariants can be infinitely variable and can have varying values, which means for us an incredible amount of weight. In other words, the answer to a given question is important, but the questioning style is more important than any other scientific community.

However, when asked why, they are usually hesitant about lack of lengthy logical logic. The answer lies in the concept of choice and freedom in invariance and invariance. For this reason, it is often more important and useful to know which combination of parameters the answer (result) is made of, even if the answer is actually the same. This is because the basic parameters are combined in different ways to produce a wide variety of parameters with different properties.

For example, even though numbers are the means of communication for all sciences, astrophysicists want to know what parameters they are dealing with in terms of equations or laws that they specialize in. It is not a parameter.

Nature achieves harmony of all things by selecting a minimum number of parameters, which are constraints. Nature, through so-called invariance, gives the concept of equality to all things and at the same time gives the concept of freedom, the opportunity to have infinite possibilities in it. The duality of the concept of freedom and equality is intimate with the concept of the number "1," which is the basic principle that sets the new minimum quantum unit of energy.

Indeed, the four parameters (three according to the interpretation) that make up an invariant, the physical quantities, are thus the main basic elements of natural phenomena. This basic element corresponds to the four arithmetic operators (in some cases, three logical operators) that form the core of the computer. More specifically, these operators lead to a standard grammar system that forms a common basis for all language grammars that are the means of communication.

The key concept of scale invariance is that the numerical values of these parameters are not important, but that the principles of nature as structural combinations of each other expressed in the form of invariants maintain a constant numerical value at the same time as a constant equation (algorithm).

It is worth noting that science is not just a theory but a system that proves experimentally. In Zero Zone Theory, it is worth noting that the individual physical quantity values are experimentally verified rather than mathematically argued. In other words, it is not enough to simply determine the experimental values and the mechanism of each physical quantity, and the relations and structural meanings (for example, invariant) between them have more practical usefulness. For this reason, the equations and numerical values for the individual physical quantities viewed from these structural dimensions have important practical meanings.

Two important usefulness of the relationship between physical quantities, that is, the concept of invariant derived from invariant, can be found in the ease of calculation and the relationship between various physical properties.

◎ Absolute digitization of international metric units (base unit and derived unit)

)에 따라 정리하면 도 1과 같이 아주 간단한 표준호환코드(제로 존 코드)에 의한 표시로 나타낼 수 있다.A variety of complex unit representations currently used in physics can be summarized in the basic dimension of Zero Zone Theory.

) Can be represented by a simple standard compatible code (zero zone code) as shown in FIG.

In addition, the method of quantifying the quantization values of the physical quantities shown in FIGS. 2 to 19 derived from <Zero Zone Theory> is compatible with various complex current physical quantities (units) with a simple unit representation unified according to the zero zone code. Simply calculate it with reference to dimensionless numbers).

In a broad concept, the quantization values of the physical quantities described in the tables of Figs. 2 to 19 can also be regarded as standard compatible codes (zero zone codes). In other words, codes that can be dimensionless through quantization of physical quantities of different semantic dimensions are also included in the standard compatible code (zero zone code) category.

The core of the basic dimension of Zero Zone Theory is not only simplified the current physical quantities (units) represented by various and complex names and symbols into several units, but also different meanings that have not been calculated because of different dimensions. By making it possible to calculate the uniformity of the physical quantities (units) that have the same value, it helps all users including scientists, engineers, and the general public to understand the terminology of the natural science, which has been felt complicated and difficult until now. It is to provide a breakthrough method (interface) that is very convenient and easy to make all the necessary measurements (calculations and measurements) in activities, industry or daily life.

◎ Meaning, derivation process and verification of new invariant found in <Zero Zone Theory>

Among the various physical constants used in the natural sciences, the four physical quantities already defined are as follows, and unlike other physical quantities, there is no uncertainty.

Equation of the first-invariance

(s=1)이므로 유전율의 수식,

로부터 유전율과 투과율 사이에는 다음과 같이 서로 역수관계가 성립한다.The first invariant is derived from the basic dimension theorem and four physical quantities already defined. In the theorem of the basic dimensions

(s = 1), so the formula for permittivity,

The inverse relationship is established between dielectric constant and transmittance as follows.

(

는 coulomb constant,

)이므로,And the relationship between permittivity and transmittance is

(

The coulomb constant,

)Because of,

는 여전히 유도단위의 차원을 갖는다.From the stomach

Still has dimensions of derived units.

Quantize the time s, which is the basic physical quantity, and set it as the dimensionless number "1". ① Convert the equation to the zero zone code according to the theorem of the basic dimension to arrange the dimensions as follows.

② If we summarize

③ The physical quantity used in the formula is as follows.

(쿨롱상수, coulomb constant),

(전하량, coulomb),

(전위, volt),

(거리, meter)

(Coulomb constant),

(Charge, coulomb),

(Potential, volt),

(Distance, meter)

로 표시한다.Equation (3) is the Equation of the First-Invariance, and 10 ^-7 is a constant that satisfies the first invariant as an invariance number.

To be displayed.

The equation of ③ in relation to scale invariance is as follows.

을 구성하는 요소로서의 단위모듈인

,

,

,

(매개변수)들은 어떤 수치 값을 갖든지 관계없이 서로 간에 항상 불변식 ③과 더불어 불변수(10 ^-7 )를 만족하는 관계를 유지한다. 이것이 표준호환코드의 핵심 알고리즘을 이루는 척도불변성이다. 이들 단위모듈인 매개변수들이 조합하여 이루어내는 값이 불변수로서 변환에 관계없이 항상 일정하다.Is a structured module of specific physical quantities

Which is a unit module

,

,

,

(Parameters) always maintain a relationship that satisfies the invariant ( 10 ^-7 ) with an invariant (③) regardless of which numerical value they have. This is the invariant measure of the core algorithms of standard compliant code. The value produced by the combination of these unit modules' parameters is a constant variable and is always constant regardless of the conversion.

,

,

,

은 그 명칭과 기호, 각각에 주어진 임의의 특정 수치 값에 전혀 상관없이 - 시간과 공간의 특성에 관계없이(달리 말하여 시공간을 어떻게 정의하든, 혹은 시간이 흘러가거나 공간의 구조가 어떻게 변하더라도) - 10 ^-7 이라는 일정한 수치 값을 가진다는 것을 알 수 있다.The detailed interpretation of the immutability and the implications of invariants at the stage of measurement is as follows. Considering that the parameters in the above equations are dimensionless, each physical quantity

,

,

,

Is independent of its name and symbol and any particular numerical value given to each – regardless of the nature of time and space (in other words, how time and space are defined, or how time flows or the structure of space changes). - it can be seen that has a certain numerical value of ^10-7.

Therefore, the structural combinations of the parameters representing the physical properties of nature always contain the property of the structural combination of 10 ^-7 while implying the property of the number "1", the minimum quantum unit of energy.

This article looks at the main reasons why language characters (strictly defined logical expressions such as physical quantities or computer instructions) can be quantified. A very important fact derived from this is that the parameters representing the physical properties of nature can be expressed as simple quantified numerical values based on the structural combination of invariants and invariants representing nature's invariance.

In other words,

This means that if we express the physical properties of nature as a number that satisfies the relationship between invariants and invariants, that number contains both qualitative meaning and quantitative information. In this case, this figure has the meaning of duality, a property of two opposing properties in the same dimension. Duality reflects the property of the number "1".

의 집합론적 관계성을 가진 것으로서 속성 그대로 '하나(Oneness)' 이다.Therefore, the minimum quantum unit of energy, "1", is actually internally

It has a set-related relationship of 'oneness' as it is.

Here, the set theory is explained in detail in relation to the three major physical constants (Newton's constants, Einstein's constants, Planck's constants) revealed by each stage of space-time, which are revealed in the number and basic theorem. Same as

'Qualitative' is a mistake, which corresponds to the concept of the reality of energy and symbolizes the Einstein constant, or <the stage of being>, with the principle of invariant speed of light.

'Quantitative' is another real number, the same qualitative and different direction as qualitative, and corresponds to the concept of the substance of mass, symbolizing Planck's constant with quantum principle, that is, the stage of expression. .

數)가 결합된 것으로서 정성적인 것과 정량적인 것 사이의 연속성, 즉 연결고리를 제공해준다."Identical dimension" means two imaginary numbers of the same size and different directions (

Iii) is combined to provide a continuity, or link, between qualitative and quantitative.

The Newtonian constant, which implies the concept of space-time and the concept of gravity that determines the ratio of conversion between energy and mass, symbolizes the stage of representation. In particular, at this stage, the concept of gravity is strongly suggested. In gravity, there is a figurative figure of imaginary numbers, a medium that analogously connects two separate entities (real numbers). This Newton's constant means that the two real numbers described above can never be separated.

In <Step of Being>, this imagination has the property of being inseparable from each other along with energy and mass. Then, in the world of measurement, where energy and mass are separated, it is replaced by real numbers and becomes effective (imaginary quantization).

This can be expressed simply as an expression:

This interpretation provides a fundamental explanation for why Newton's three laws of motion are derived, and provides a basis for the interpretation of the properties and dimensions of fundamental physical quantities such as force, mass, and acceleration, and induced physical quantities.

The setological relationship between the three main physical constants is symbolized by the number 3, which is purely quantitative in the sense of the number 3. In other words, the meaning of the sentence "three" seems to be simple on the surface, but in the inside, such a concept of invariant complexities is constantly logically organized and revealed in the form of homeostasis of nature.

The question of why nature maintains homeostasis can be explained by the harmony of the immutable principle of oneness in all things.

The law of conservation of energy, therefore, can be interpreted to mean that the true nature of energy implies the principle of immutability and that such a logical system is preserved in the world of measurement. The invariance principle implies the meaning of numbers and the concept of quantization.

Mankind, who did not understand the principle of immutability as above, has made a formula by assigning names and symbols purely and artificially to each physical property of nature, and has interpreted the formula by means of this.

For example, we observe and measure how various physical properties of nature interact and relate to each other, and derive and use various equations by comparing and analyzing them.

However, using the invariant principle, as illustrated above, the display of complex basic units can be very simply organized (see the correlation table between FIG. 1 International Derivative Units (SI) and zero-zone codes).

In relation to scale invariance, we look at specific examples of industrial engineering applications of the equations in ③.

The application of the principle of invariance to computer science is the mechanism by which letters and symbols, which are the two basic input units of computer data, can form a logical system that can be compatible with each other. Can provide.

By deriving a compatible logic system based on invariant and invariant variables, we can not only overcome the barriers of the current basic and derived units, but also create new computer operation methods. Very easy to interpret. The Nobel Prize for Physics, Pineman, who saw this possibility earlier, expressed his sad feeling that he could not do so now.

By utilizing basic dimensionless numbers with specific meanings, the operating system that can be used in all processes of measurement, analysis, and calculation of physical quantities in the natural sciences goes far beyond simple computer operating systems. It is a new extended operating system (O / S) at the computer system level, which is a higher concept of computer language, not an operating system of.

At the same time, the operating system is revolutionary in its own way = number = formula = algorithm = computer programming language = computer program, which will lead to a technological revolution in computer science and engineering.

Equation of the Second-Invariance

The second invariant is derived based on the theorem of the basic dimension and the first invariant derived from the four physical quantities already defined.

First, the fine-structure constant is expressed by the following equation.

)와

,

,

에 따라 ①식을 정리하면,Theorem of the basic dimensions

)Wow

,

,

According to ① sum up the equation,

이고,In addition,

ego,

이므로

Because of

② If we summarize

(Capacity; farad)

Among the current physics constants, the parameter value that determines the microstructure constant value expressed as a dimensionless constant is the value of Planck's constant, which is found to be very sophisticated compared to other constants experimentally using equations (1) and (2). Electron-charge ratio, mass value of electrons, and the like.

The value obtained by the combination of parameters should also match the microstructure constant which is found to be experimentally very fine.

Taking all these factors into account, the following new invariants are derived:

= 일정 (constant)--③의 방정식을 별도로 제 2 불변식(Equation of the Second-Invariance)이라 한다.In other words,

= Constant--The equation of ③ is separately called the Equation of the Second-Invariance.

The physical quantities and the meanings of the parameters constituting the equation of ③ are as follows.

(전자의 질량, 전자의 고유주파수, electron mass),

(전하량, coulomb),

(전위, volt),

(거리, meter),

(불변수; 제 2 불변식을 만족시키는 불변수로서

로 표시한다.)

(Mass of electron, natural frequency of electron, electron mass),

(Charge, coulomb),

(Potential, volt),

(Distance, meter),

(Variable; as a constant that satisfies the second invariant

Is displayed.)

Equation of the Third-Invariance

The third invariant is derived based on the first dimension and the second invariant derived from the basic dimension theorem and four defined physical quantities.

In particular, the third invariant may be specifically referred to as the equation of electrons, which shows that it is simply a combination of physical quantities of the first and second invariants.

In the second constant,

이므로

Because of

① If you write the equation again

② If we summarize

과 일치한다.The above equation is derived from the first invariant.

Matches

In the theorem of the basic dimensions, I will quote what is said about the equation of electrons.

In Zero-Zone Theory, the principle of invariant is that the physical law expressed invariably maintains independence no matter what reference coordinate system is selected along with the dictionary definition. Take the former case as an example. The natural frequency of the electron (dimensionless) consists of a combination of specific parameters and found that this is one of the invariants. The values of each parameter constituting the invariant are determined unconditionally and are not fixed and determined from initial conditions.

In fact, the mass of the electrons (static mass) is determined experimentally based on the value of an arbitrarily determined parameter (physical quantity). In other words, as the initial conditions change, so does the value of the parameter, but the invariance and natural frequency remain unchanged.

This is equivalent to the fact that the mass of an electron is constant, even if the parameters that make up an electron, a physical system, have a variety of values-in other words, whatever reference coordinate system is chosen. Therefore, the meaning of the expression symbolized by the mass of electrons is that the modal natural frequency of a single physical system called electrons is constant. In simple terms, the mass of the electron maintains its independence from the values of the parameters.

And this is because it is impossible for the field to count quantum effects (parameters with specific physical properties by themselves in nature, but when they are combined to form a set, it is possible to count the specific physical properties that can be counted one by one. It can be said to have a single particle).

In <Zone Zone Theory>, the method of determining the natural frequency of the electron starts by finding the optimal combination of parameters, that is, the physical quantities.

Invariant is not only one, but it depends on the parameter, so there can be many different types and combinations of parameters that are related to the natural frequency of the electron.

In <Zero Zone Theory>, various experimental phenomenological figures are analyzed according to the parameters of constant constant values, ie, the physical quantities, which are determined and used by the natural sciences. The numerical value was determined.

This is the value corresponding to the static mass, which is currently referred to in physics, and in the actual measurement of <expression stage>, the natural frequency changes according to measurement conditions such as electron velocity. In other words, the natural frequency of the electron is determined by the theory of relativity or the law of quantum mechanics at the stage of measurement.

The experimental values that are currently measured at the experimental site are actually only logical choices based on the first and second invariants.

Although measured through repeated experiments over a long period of time, the effective value so far is only three or four digits in the early stages of the experiment without a clear understanding of the correlation between parameters or the mechanism of determining the values of those parameters. This is because they have only relied on experiments that do not consider any correlation with randomly determined input values.

<Zero Zone Theory> derives the third invariant, which is the third invariant that determines the natural frequency of the electron through the first and second invariants, and compares the values of each parameter related to the electronic and invariant with experimental phenomenological numerical values. By analyzing it, we were able to determine accurate or even more precisely quantized values (ie, dimensionless numbers without dimensions) while maintaining consistency with the effective values.

의 조건에서 재규격화(renormalization)하면서 양자화되어 얻어진 값들이다.Verification of the accuracy or ultra-precision of these quantized values can be quickly and easily verified by matching the principal physical constants found experimentally. However, these values

These values are obtained by quantization while renormalization under the condition of.

The main examples of the standard compatibility code, which is the quantization value obtained primarily by the invariant first, second, and third, are as follows (for details, see FIGS. 11 to 19 Physical Constants Table).

(전자의 질량, 전자의 고유주파수, electron mass)

(Mass of electron, natural frequency of electron, electron mass)

= 1.235 589 974 868 724 792 155 761 198 372 6 × 10 ²⁰

= 0.510 998 902 099 (MeV.)

(전하량, coulomb)

(Charge, coulomb)

= 7.711 946 866 283 794 025 643 684 684 814 × 10 ³⁸

(전위, volt)

(Potential, volt)

= 1.956 951 367 003 645 371 172 713 612 315 9 × 10 ^-6

= (5.109 989 020 99 × 10 ⁶ ) ^-1

(쿨롱상수, coulomb constant)

(Coulomb constant)

= 7.607 407 969 385 944 307 421 934 683 512 5 × 10 ^-44

(거리, meter)

(Distance, meter)

= 3.335 640 951 981 520 495 755 767 144 749 2 × 10 ^-9

= (2.997 924 58 × 10 ⁸ ) ^-1

= 0.007 297 352 533 2

= (9.559 750 795 793 331 736 093 832 519 390 × 10 ^-43 ) ^-1

= 1.046 052 372 453 097 346 175 822 774 076 9 × 10 ⁴²

◎ Decision process and quantization value of international basic unit

-Standard compatibility code of 7 basic physical quantities-

I. Second (s)

Based on the attribute of the number "1", the minimum quantum unit of energy is determined as 1 second, and the second unit itself is determined as the dimensionless number "1". The core content of the theorem on the basic level is nothing more than a description of the symbolic symbol of the second.

The quantum number of seconds is set to "1" because, in view of the pure mathematical logic and various experimental phenomenological facts, it clearly shows qualitatively and quantitatively consistent with no inductive choice.

The international basic unit is described in the order of length, mass, and time, but in <Zone Zone Theory>, the concept of time is most important.

Particularly, the concept of time is important because the seven basic physics that can be measured realistically in terms of physical properties consist of the basic physics of seconds (s), which is actually the smallest quantum unit of energy.

That is, the seven basic physical quantities are composed of the basic physical quantities which are one and the same dimension. The fact implies an important message of the idea shift that the seven fundamental physics, known to have different semantic dimensions so far, can be interchangeable equivalences.

As the basic physical quantity s (s) becomes "1", it becomes the actual basic physical quantity. The correlation between basic physical quantity and basic physical quantity is uniform in dimension, and this concept makes it possible to make all physical quantities dimensionless without dimension.

This is the same as a basic data unit in a computer, but it consists of bits, which are dimensionally identical basic data units.

In the theory of special relativity, the "speed of a photon" is set to "1" in relation to the concept of invariant speed of light, indicating that the seconds (s), which is a unit of time defined in the basic physical quantity, are equivalent to the mass or distance of one photon It is expressed.

The distance of one photon corresponds to the wavelength of one photon, which is the fundamental shortest distance, which is the compton wavelength of one photon. The Compton wavelength is a simple inverse of the natural frequency, which is unique for only one photon, the smallest quantum unit with the characteristic "1" that the inverse also has a value of 1.

In general, the Compton wavelength of a particle corresponds to the inverse of its mass and is expressed as

이므로 단순히

이 된다.Here, in the stage of existence,

Simply because

Becomes

Therefore, the Compton wavelength of the photon

이 된다.

Becomes

는 광자(photon)의 질량으로 광자의 콤프턴 파장(

)은 광속(

) 그 자체가 된다.From here,

Is the mass of a photon and the Compton wavelength (

) Is the speed of light

) Itself.

According to the theorem of the basic dimension, the expression representing the time s and the quantum value are as follows.

In the theory of special relativity, the law of invariant speed of light implies the concept of the number "1", the concept of the energy quantum unit, as shown in the equation above.

Zero-Zone Theory unifies the qualitative interpretation of all physical quantities on the basis of the qualitative and quantitative numerical values of the energy for the minimum quantum unit of photons, and simultaneously changes the quantitative numerical values for each physical quantity. Renormalization was made.

If Planck's constant is defined as the basic constant in nature that determines the smallest limit of a substance, it has a value of the number "1", and therefore has the same dimension qualitatively and quantitatively as photons.

If Planck's constant is defined in relation to photon, the smallest quantum unit of energy, Planck's constant has the same meaning as that of photon, and only the name is different, so that material naturally has the same dimension as energy.

As a new concept is established for the minimum energy quantum unit, all physical quantities including the basic physical quantity are re-standardized to have natural frequencies (frequency). The physical meaning of the unification constant means that all small particles and various natural phenomena measured scientifically have their own frequencies.

II. Length

According to the theorem of the basic dimension, the expression representing the length and the quantum value are as follows.

= 3 335 640 951 981 520 495 755 767 144 749 2 × 10^-9 therefore

= 3 335 640 951 981 520 495 755 767 144 749 2 × 10 ^-9

= (2.997 924 58 × 10 ⁸ ) ^-1

Historically, people have so far been puzzled by the nature of streets, what streets are. The best philosophers, mathematicians, and physicists have worked hard to define and measure distance criteria, but they have not been able to come up with a clear solution. This is because the nature of the distance touches the concept of time and space that is difficult.

In Zero Zone Theory, the concept of distance is inseparably related to the concept of "light," as shown in the equation above, and moreover, it also touches the concept of energy and quantum related to Planck's constant, which has been difficult to interpret in quantum mechanics until now. . The detailed description is the same as described in Basic theorem.

III. Mass

)에 의해서 질량을 나타내는 식과 양자 값은 다음과 같다.Theorem of the fundamental dimension and the first invariant (

The equation for the mass and the quantum value are given by

=1.356 392 774 181 127 915 890 126 597 759 6 × 10⁵⁰

= 1.356 392 774 181 127 915 890 126 597 759 6 × 10 ⁵⁰

This value corresponds to the natural frequency (frequency) of mass (kg), which can replace the current mass atom. Specifically, 1 kg means that the photons defined in the basic dimension theorem 1.356 392 774 181 127 915 890 126 597 759 6 × 10 ⁵⁰ are collected. The mass (unique frequency, frequency) of "light" is "1", so it is expressed as kg as follows.

1 / 1.356 392 774 181 127 915 890 126 597 759 6 × 10 ⁵⁰

= 7.372 495 777 292 186 610 358 857 094 764 4 × 10 ^-51 (kg)

In the former case, one mass (unique frequency, frequency) is

(전자의 질량, 전자의 고유주파수, electron mass)

(Mass of electron, natural frequency of electron, electron mass)

= 1.235 589 974 868 724 792 155 761 198 372 6 × 10 ²⁰

The mass of an electron in kg is as follows.

1.235 589 974 868 724 792 155 761 198 372 6 × 10 ²⁰ / 1.356 392 774 181 127 915 890 126 597 759 6 × 10 ⁵⁰

= 9.109 381 872 184 232 506 093 830 281 962 3 × 10 ^-31 (kg)

When this equation is interpreted based on electrons, 1 kg means that the photon, which is the minimum quantum unit of energy defined in the basic dimension theorem, is 1, so that the electron is 1.097 769 326 208 103 794 588 593 525 043 4 × 10 ³⁰ (1.356 392 774 181 127 915 890 126 597 759 6 × 10 ⁵⁰ / 1.235 589 974 868 724 792 155 761 198 372 6 × 10 ²⁰ )

The comprehensive core of Zero-Zone Theory is that by removing the dimensional walls, any particle (atom), including "light" or electrons, is expressed as a dimensionless natural frequency that has no units. Rather, it is compatible with any of the current physical quantities (basic physical quantities, derived physical quantities) and can be expressed as the required physical quantities.

IV. Ampere

)에 의해서 전류를 나타내는 식과 양자 값은 다음과 같다.Theorem and invariance of the basic dimensions

The equation for the current and the quantum value are as follows.

= 7.711 946 866 283 794 025 643 684 684 814 × 10³⁸ therefore,

= 7.711 946 866 283 794 025 643 684 684 814 × 10 ³⁸

= ampere(암페어, 전류),

= ampere (ampere, current),

= coulomb(쿨롱, 전하량), s=second(초, 시간)

= coulomb, s = second

V. Thermodynamic Temperature (Kelvin)

)을 기초로 열역학적 온도를 나타내는 식과 양자 값은 다음과 같다.Theorem of the fundamental dimension and the first invariant (

The equation for the thermodynamic temperature and its quantum value are given by

= 2.083 664 363 959 385 424 979 273 593 227 4 × 10 ¹⁰

Here, the parameter physical quantities constituting the thermodynamic temperature are as follows.

(전자의 질량, 전자의 고유주파수, electron mass)

(Mass of electron, natural frequency of electron, electron mass)

(타우 뉴트리노, 이 식에서는 전자에 대한 상대적인 크기로 표시)

(Tau neutrino, expressed in magnitude relative to the electron in this equation)

(와트)

(watt)

(전자의 최대 운동에너지, 이 식에서는 전자에 대한 상대적인 크기로 표시)

(Maximum kinetic energy of the electron, in this formula expressed as relative to the electron)

(

)관계에서 나타난 물리량으로 전자 뉴트리노의 위치에너지를 의미한다.)

(

The physical quantity represented in the relationship, meaning the potential energy of the electron neutrino.)

및

는 전자에 대한 상대적인 크기로 표시한다.※ In the above formula

And

Denotes the magnitude relative to the former.

The specific induction process of thermodynamic temperature is as follows.

(평균에너지) =

대신 플랑크의 결과인

을 사용하여 흑체 스펙트럼 내의 에너지 밀도에 대해 플랑크가 얻은 공식은 다음과 같다.Classic value

(Average energy) =

Instead of Planck

Planck's formula for energy density in the blackbody spectrum using

만을 가질 수 있다.This formula is Planck's blackbody spectrum. According to Planck's hypothesis, the body has a total energy that satisfies

You can only have

는 그 진동수이고

는 보편상수이다.here

Is the frequency

Is a universal constant.

By combining ① and ② expressions,

If you remove the undifferentiated arc in the state of, it is as follows.

③ The equation can be summarized as follows.

는 볼츠만 상수(Boltzmann constant)이며, 이 상수에 대한 관계식은 다음과 같다.here

Is the Boltzmann constant, and the relation for this constant is

(이상기체상수, ideal gas constant)

(Ideal gas constant)

(아보가드로상수, Avogadro constant)

(Avogadro constant)

(절대온도상수, absolute temperature constant)

(Absolute temperature constant)

(볼츠만 상수, Boltzmann constant)

Boltzmann constant

는 기본차원의 정리에 의해서 양자화하여 절대온도 단위 그 자체를 상수화시킨 것이다.Where thermodynamic temperature

Is quantized by the theorem of the basic dimension to make the absolute temperature unit itself constant.

According to the basic dimension theorem, the relationship between these constants can be expressed as

Equation ④ can be expressed as the following relation using ⑤ or ⑥.

는 ＜플랑크＞의 흑체 스펙트럼에서 사용된 온도로서 총에너지를 1로 두었을 때(

)의 특별히 초기 조건화된 온도를 의미한다.From the stomach

Is the temperature used in the black body spectrum of <Planck> when total energy is set to 1 (

Means a particularly initial conditioned temperature.

), 온도(

), 아보가드로상수(

) 들 사이의 관계뿐만 아니라 이들 상수의 물리량들을 구성하는 매개변수와 그 정확한 값을 알아내어야 고유주파수 값을 구할 수 있다는 점이다.Of particular note here are equations representing thermodynamic temperatures and Boltzmann constants in the quantization process.

), Temperature(

), Avogadro's constant (

), As well as the parameters that make up the physical quantities of these constants, and their exact values, we can find the natural frequency values.

In other words, it should be noted that the relationship is intertwined, not the relationship between which physical quantities are basic and which physical quantities are dependent. In other words, these physical quantities are all derived from the complex interaction of the parameters of the physical quantities derived from the theorem of the basic dimension, and the relation of the main parameters following the first, second, and third invariants is as follows. The same as the fourth invariant.

Equation of the Fourth-Invariance

The fourth invariant is derived based on the main parameter physical quantities used in the first, second, and third invariants as well as the basic dimension theorem.

In the thermodynamic temperature and the fourth invariant, a physical quantity, which is a parameter related to three kinds of neutrinos, is newly displayed. The following describes how the physical quantity is specifically related to an equation describing three kinds of neutrinos.

First, the equations relating to the three kinds of neutrino found for the first time in the world by <Zero Zone Theory> are described.

The median physical quantities shown in the thermodynamic temperature and the fourth invariant are derived from the equations ⑧, ⑨, and 과 as follows.

식의

는 타우 뉴트리노의 위치에너지를 나타낸다.

Ceremonial

Represents the potential energy of the tau neutrino.

식의

은 뮤온 뉴트리노의 위치에너지를 나타낸다.

Ceremonial

Represents the potential energy of muon neutrino.

식의

는 전자 뉴트리노의 위치에너지를 나타낸다.

Ceremonial

Represents the potential energy of the electron neutrino.

,

,

식의

는 전자의 최대 운동에너지를 나타낸다.

,

,

Ceremonial

Represents the maximum kinetic energy of the electron.

These equations and physical quantities are the first relations defined and defined by Zero Zone Theory.

Equation of the Fifth-Invariance

The fifth invariant is an equation that expresses the formal relationship between the second and third generation structures including first-generation electrons, which are light particles, as well as the basic dimension theorem, and is specifically called fifth invariant.

사이에는 특히 다음과 같은 관계식이 성립된다.The fifth invariant is an equation representing three kinds of neutrino, which can be expressed in two ways:

In particular, the following relations are established.

식은 전술한 바와 같이 다음과 같이 다른 형식의 표현으로 기술할 수도 있다.

The formula may be described in other forms of expression as follows.

또는

식을 제 1, 제 2, 제 3, 제 4 불변식에 이어 제 5 불변식으로 칭한다.

or

The equation is referred to as the fifth invariant following the first, second, third, and fourth invariants.

The general verification method and the self-verification method of the standard compliant code identified by <Zero Zone Theory> are described.

In Zero Zone Theory, a general verification method is based on the clarity, determinism, argumentability, and consistency of standard settings. It is to ensure that the numerical values of the various major physical quantities and physical constants obtained from the laboratory are properly matched.

Self-validation is a dream-like verification method that has been persistently pursued by leading mathematicians and physicists. It is a verification method that focuses on the consistency of not only the conclusion of the theory but also the consistency of the theory development process.

This self-verification method was the core concept of <Zero Zone Theory> and was the world's first application, and was a very useful tool for establishing the consistency of the early theory.

The system of standard compliant code is equipped with both general verification method and self verification method by quantifying the logical expressions of different meanings such as physical quantity (unit), and thus overcomes the complicated and difficult verification methods. It provides a very simple, quick and precise verification method.

Specifically, the verification process and method for the important parameters are as follows.

), 온도(

), 아보가드로 상수(

) 들 사이의 관계뿐만 아니라 이들 물리량들을 구성하는 매개변수와 그 정확한 값을 알아내어야 한다고 전술(前逑)한 바 있다. 식①에서부터 식

에 이르기까지 전 과정을 통하여 각각의 모든 식들이 올바르다면 볼츠만 상수(

), 온도(

), 아보가드로 상수(

) 값을 결정하는 매개변수인 물리량(모듈화된 단위)들의 초정밀하면서도 최적화된 수치는 수미일관하게 다음 식들을 모두 만족시켜야 한다.Equations representing thermodynamic temperatures and Boltzmann's constants in the quantization

), Temperature(

), Avogadro's constant (

In addition to the relationship between the two parameters, the parameters and the exact values constituting these physical quantities must be found. Expression from Expression ①

If all the equations are correct throughout the entire process down to the Boltzmann constant (

), Temperature(

), Avogadro's constant (

The ultra-precise and optimized values of the physical quantities (modular units), which are the parameters that determine the value of), must satisfy all of the following equations consistently.

In addition, it is natural that the quantization values of the respective physical quantities derived from all the above equations should be closely matched with the various experimental numerical values poured out from the experimental site.

One.

2.

3.

4.

5.

6.

7.

8.

※ The quantization value of elementary particles in the above equation is relative to the former.

Optimized quantized numerical values derived from each equation while maintaining exact match with various experimental numerical values are the integrity of the equations themselves. Can be quickly and accurately verified.

The main example of the standard compatibility code which is the quantization value of the main physical quantity and small particles (including newly discovered small particles) obtained by the integrated analysis and calculation of the complex relationship between the invariable first, second and third, and the fourth and fifth invariant. Is as follows (for details, see Physical Constants of FIGS. 11 to 19).

(볼츠만 상수, Boltzmann constant)

Boltzmann constant

= 1.380 650 334 847 464 008 886 397 624 714 7 × 10 ^-23

(절대온도상수, absolute temperature constant)

(Absolute temperature constant)

= 2.083 664 363 959 385 424 979 273 593 227 4 × 10 ¹⁰

(아보가드로상수, Avogadro constant)

(Avogadro constant)

= 6.022 142 008 542 920 644 337 796 525 434 4 × 10 ²³

(이상기체상수, ideal gas constant)

(Ideal gas constant)

= 8.314 472 380 593 762 849 583 440 123 008 3

The quantization values of the elementary particles below are newly identified by <Zero Zone Theory>, which is applied to the calculation of the invariant and indicates the relative value of the former. In particular, small particles representing the potential energy of the three neutrinos were newly discovered.

(전자 뉴트리노)

(Electronic neutrino)

= 8.246 502 879 635 475 564 134 219 679 684 5 × 10 ^-6

(전자 뉴트리노 위치에너지)

(Electronic Nutrino Potential Energy)

= 0.499 991 753 497 120 364 524 435 865 780 32

(뮤온 뉴트리노)

Muon Nutrino

= 0.352 563 691 992 836 472 671 985 118 149 53

(뮤온 뉴트리노 위치에너지)

Muon Nutrino Potential Energy

= 0.147 436 308 607 163 527 328 014 881 850 47

(타우 뉴트리노)

(Tau neutrino)

= 31.201 162 839 906 268 430 116 671 848 600

(타우 뉴트리노 위치에너지)

(Tau Nutrino Potential Energy)

= 30.701 162 839 906 268 430 116 671 848 600

VI. Substance (mol)

)을 기초로 하여 얻어진 물질량을 나타내는 식과 양자 값은 다음과 같다.Theorem and invariance of the basic dimensions

The equation and the quantum value indicating the amount of material obtained on the basis of

= 6.022 142 008 542 920 644 337 796 525 434 4 × 10²³ ∴

= 6.022 142 008 542 920 644 337 796 525 434 4 × 10 ²³

는 전자에 대한 상대적인 값이 아닌 전자 뉴트리노와 뮤온 뉴트리노의 고유진동수임.※ In the above formula,

Is the relative frequency of electron neutrino and muon neutrino, not relative to electrons.

(미세구조상수)의 값을 결정함에 있어 그 상수 값이 왜 하필 그 수치 값인가를 보여주기 위해서는 다양한 매개변수인 물리량 간의 최적화 수치 결정 방식을 활용한다.

In determining the value of (Microstructure Constant), we use the optimization method of determining numerical values between physical parameters to show why the constant value is the numerical value.

)은 중요한 물리상수인

(아보가드로 상수)와 관련이 있는데 아래에서는

(아보가드로 상수)가

(미세구조상수) 값의 결정과 관련하여 다음과 같은 식이 성립함을 보여준다.Left exponential term in the equation

) Is an important physical constant

(Avogadro's constant)

(Avogadro's constant)

Regarding the determination of the (structural constant) value, the following equation holds.

(전하),

(쿨롱상수),

(전위),

(아보가드로 상수)의 양자화 결정에 대한 또 다른 방식으로써 주요한 매개변수 물리량인 온도(

)와 기압(

)의 관계식을 이용하여 또 다른 실험 상수와의 정합성을 기술해 보인다.here,

(Majesty),

(Coulomb constant),

(electric potential),

Another way to determine the quantization of (Avogadro's constant) is temperature, which is the main parameter physical quantity

) And barometric pressure (

Use the relation of) to describe the match with another experimental constant.

이다.here,

to be.

VII. Candela

)에 의하여 광도를 나타내는 식과 양자 값은 칸델라(cd)의 정의에 의해서 다음과 같다.Theorem and invariance of the basic dimensions

The luminosity equation and the quantum value by) are as follows by the definition of candela (cd).

= 2.209 649 335 612 525 598 421 916 811 219 6 × 10 ³⁰

<Application example of quantum hall effect theory>

로 정의되는 홀저항은,According to the theory of quantum hall effect

Hall resistance defined as

의 값만 취하게 된다. 여기서

은 정수이고 von Klitzing 상수라고 부르는

는 기본전자전하

, 플랑크 상수

사이에

와 같은 관계를 갖고 있다.

Only the value of is taken. here

Is an integer and is called the von Klitzing constant

Is the basic electronic charge

, Planck's constant

Between

Has the same relationship as

)은

가 정확히 25812.807

이 되도록 정의되어 있다(PAUL A. TIPLER 著. Physics for scientists and Engineers, 물리학교재편찬위원회 譯, 청문각, 1991).Since the von Klitzing constant can be measured to an accuracy of 1/10 ⁹ , quantum Hall effects are now used to set the resistance criteria. Ohm as of January 1990

)silver

Exactly 25812.807

It is defined to be (PAUL A. TIPLER, Physics for scientists and Engineers, Committee on Physics Textbooks, Heung-gak, 1991).

(25812.807

)보다 훨씬 더 정밀도가 높은 유효수치를 보여주고 있다.Calculations using standard compatible codes (zero zone codes) can be done by dimensioning the physical quantities and then making them compatible with the physical quantities required, as shown below.

(25812.807

) Shows much more accurate figures than.

It is an example of how important industrially accurate or ultra-precise standard settings are in the development of certified measurement equipment for internationally recognizable electrical resistance.

)은 제로 존 코드로 차원을 정리하면

로 표시된다.For reference, ohms (

) Cleans up the dimension by zero zone code

Is displayed.

Through absolute quantification of the above mentioned physical properties, it was possible to overcome both the limitations of mathematical proofs and propositions of incommensurability, and also to rediscover the true meaning and value of physical quantities and physical constants, which have been regarded as simple physical means. Could.

◎ Usefulness of Self-verification System of <Zero Zone Theory>

The verification of <Zero Zone Theory> can be precisely verified by comparing with experimental phenomenological facts. In other words, by comparing and analyzing the calculation results according to the <Zero Zone Theory> with the various physical quantities and physical constants created by humans, non-scientists can conveniently verify <Zero Zone Theory> very quickly and precisely. have.

Zero-Zone Theory, which has such a robust self-verification system, is a non-professional scientist who is not a professional scientist. After substituting and calculating the physics constant as a dimensionless number by <Zone Zone Theory>, the authenticity of the paper can be verified quickly and accurately by checking the agreement of the calculation results.

This verification system has historically been inevitably raised whenever a new theory emerges, so that non-scientists and non-scientists can immediately verify the problem of the theory that has been drawing for decades. It provides a turning point to make the word disappear.

If someone came up with a theory, the one who made a clear interpretation of the question of how to quickly verify its authenticity was the Nobel Prize-winning Physician, Weinberg. There is a need.

I expect to find a theoretical basis for the values of all physical constants. A theory that explains everything will appear, and to verify that this theory is correct, one can observe whether it matches the physical constants already measured in the standard model.

This prediction predicts a rapid verification method of a good theory, and it applies to general theory as long as it has a formal system that describes everything as well as a specific physical quantity. Doing.

Nevertheless, these formal systems have not been found in various fields of the natural sciences, causing a great deal of side effects (eg authenticity workshops). Because of this, scientists, eager to say, are eager for a new verification system that will end the long-standing debate over scientific verification.

Here, let's get rid of the hard thinking about the physical constants that ordinary people have. Before <Zero Zone Theory> was presented, it was true that the values of physical constants had been very difficult because they consisted of unfamiliar units and complex and dizzying numbers (remember visually that physical constants = numbers + units).

Now, the Zero Zone Theory allows us to look at physical constants from a simple syntactic standpoint rather than a complex semantic stand that only physicists can interpret. This makes it possible to understand that physical constants are not numerically synthesized based on the minimum quantum unit of energy, but rather a system that combines the basic or induced physical quantities, which are understood at the level of the expert physicist.

Using Zero Zone Theory, any theory can be verified by simply attaching a numerical value to an unfamiliar unit that follows each physical quantity. This gives a strong confirmation of the fact that the most logical representation of the least energy can be a number in the way of expressing the facts, while at the same time the meaning of the abstract number "1" attribute How amazing concrete usefulness comes to life.

◎ Standard compatible code according to <Zero Zone Theory>

1. Overview

The concept of the standard compatible code (Zero Zone Code) according to Zero Zone Theory can be extended to a database that defines interdimensional relationships between nondimensionalized numbers and the natural dynamic equations that derive them.

For example, if there is a relation between the natural dynamic expression 'F (A, B, C, D)' and the dimensionless number 'N' expressed as the physical quantities A, B, C, and D, then the dynamic equation ' The data structure itself that matches F (A, B, C, D) 'and the dimensionless number' N 'in a 1: 1 relationship can be regarded as a standard compatibility code.

For reference, the dynamic equation of nature refers to a mathematical expression that expresses natural phenomena as parameters of physical quantities. Structural combinations of parameters representing physical quantities and dimensionless numbers appearing in the detailed description of <Zero Zone Theory>, and basic unit, physical constants, or various small particle specifications and dimensionless numbers, are examples of natural dynamic equations.

F (A, B, C, D) = N

Furthermore, the standard compatibility code repeatedly performs mathematical operations in a pattern on the left and right sides of the above relations, while the dimensionless number 'Operation {N}' and the dynamic equation 'Operation {F ( A, B, C, D)} 'further includes a data structure matching in a 1: 1 relationship.

Operation {F (A, B, C, D)} = Operation {N}

In the following description, for convenience of explanation, the dimensionless number 'N' which is the object of a mathematical operation is called a mother number, and the dimensionless number 'Operation {N (dimensionless number)}' derived as a result of the mathematical operation is described. Is called the child number. The relational expression before the mathematical operation is called the mother equation, and the relational expression after the mathematical operation is called the child equation.

In order to generate the number of children from the parameter, the child relation can be obtained by performing the following mathematical operations on the left and right sides of the parent relation. However, the present invention is not limited thereto, and any mathematical operation may be applied as long as the mathematical operation has a predetermined pattern. Hereinafter, the application of a mathematical operation having a certain pattern to a natural dynamic equation or a dimensionless number is referred to as a quantization of a natural dynamic equation or a dimensionless number.

(One). The left and right sides of the parent relation are multiplied by k to quantize natural dynamic equations and dimensionless numbers. k is a / b, and a and b are randomly selected and substituted from a set of integers from 1 to n. The upper limit of n is arbitrarily determined. The number of cases for k is n2.

kF (A, B, C, D) = kN

(2). The k-th power is applied to the left and right sides of the parent relation to quantize natural dynamic equations and dimensionless numbers. k is a / b, and a and b are randomly selected and substituted from the set of integers from -n to n. However, zero cannot be substituted into the molecule. The upper limit of the absolute value of n is arbitrary. The number in the case of k is (2n + 1) (2n-1).

F (A, B, C, D) ^k = N ^k

(3). The left and right sides of the parent relation are multiplied by k, and p is multiplied to quantize natural dynamic equations and dimensionless numbers. k is a / b, and a and b are randomly selected and substituted from the set of integers from -n to n. However, zero cannot be substituted into the molecule. The upper limit of the absolute value of n is arbitrary. The number in the case of k is (2n + 1) (2n-1). p is a / b, and a and b are selected and substituted at random from a set of integers from 1 to n. The upper limit of p is arbitrarily determined. The number in the case of p is n2.

F (A, B, C. D) ^k p = N ^k p

(4). The left and right sides of the parent relation are multiplied by 10 ^k to quantize the natural dynamic modifiers. k is a / b, and a and b are randomly selected and substituted from the set of integers from -n to n. However, zero cannot be substituted into the molecule. The upper limit of the absolute value of n is arbitrary. The number in the case of k is (2n + 1) (2n-1).

10 ^k F (A, B, C, D) = 10 ^k N

(5). In or Log operation is performed on the right and left sides of the parent relation to quantize natural dynamic equations and dimensionless numbers.

In {F (A, B, C, D)} = InN

Log {F (A, B, C, D)} = LogN

(6) Multiply π ^k by the left and right sides of the parent relation to quantize the dynamic equations and dimensionless numbers in nature. k is a / b, but a and b are randomly selected from the set of integers from -n to n, and 0 cannot be substituted into the molecule. The upper limit of the absolute value of n is arbitrary. The number in the case of k is (2n + 1) (2n-1).

π ^k F (A, B, C, D) = π ^k N

(7). The left and right sides of the parent relation are multiplied by e ^k to quantize the dynamic equations and dimensionless numbers of nature. k is a / b, and a and b are randomly selected and substituted from the set of integers from -n to n. However, zero cannot be substituted into the molecule. The upper limit of the absolute value of n is arbitrary. The number in the case of k is (2n + 1) (2n-1).

e ^k F (A, B, C, D) = e ^k N

Through the above quantization, a plurality of child relations can be obtained from one parent relation. The standard compatibility code is composed of a data structure that matches the left and right sides of each child relation in a 1: 1 relationship.

(8). Furthermore, the relations obtained by applying a plurality of parent relations in order and then applying all possible arithmetic operations (+,-, ×, ÷) between the combined parent relations are described as new parent formulas. One mathematical operation (1). To (7). After applying any one of them, a plurality of child relation expressions can be obtained, and a data structure obtained by matching the left and right sides of each child relation in a 1: 1 relationship can be further included in the standard compatibility code category. The following is an example of application to three parent relations.

Three parent relations:

F (A, B, C, D) = N ----- ①

G (B, C, D, E) = M ----- ②

H (A, B) = P ----- ③

-Example of obtaining the parent relation by applying the arithmetic operation to three permutation combinations of the above parent relations:

FGH = NMP ---- ④

F / G / H = N / M / P ---- ⑤

(F + G + H) = N + M + P ---- ⑥

(F + G) × H = (N + M) × P --- ⑦

.....................

When a plurality of parent relations (4) to (7) are obtained by the above four arithmetic operations, the left and right sides of each parent relation are (1). To (7). Apply a mathematical operation of any one to obtain a number of autorelationships. The data structure obtained by matching the left and right sides of each child relation in a 1: 1 relationship can be further included in the standard compatibility code category.

On the other hand, in the example of the mathematical operation of (8), the k-th power is applied to the left and right sides of the relations ①, ②, and ③ that are the subjects of the arithmetic operation, and then the mathematical operations such as ④ to ⑦ are performed. You can obtain a relational expression. At this time, in the k-th power of the left and right sides of the relations ①, ②, and ③, k may not be the same number at all. k is a / b, and a and b are randomly selected and substituted from the set of integers from -n to n. However, zero cannot be substituted into the molecule. The upper limit of the absolute value of n is arbitrary.

The following table is an example of a standard compatible code constructed as described above. The standard compatibility code illustrated in the table consists of tables in a relational database. The relational database used to build standards-compliant code can be built using commercially available large database technologies such as Microsoft's SQL Server, Oracle Database Server, InterBase Server, and Linux MySQL Server. However, the present invention is not limited thereto.

Referring to the table below, the table containing the standard compatibility codes is the field (mother_number) containing the dimensionless number of the parent relation, the field (equation_address) containing the reference code of the parent relation, and the mathematical formula applied to obtain the child relation from the mother relation. A field in which a calculation method is stored (mathematical_operation), and a field in which a dimensionless number (child number) obtained through a mathematical operation method for the dimensionless number (parameter) of the parent relation is stored. Alternatively, it will be apparent to those skilled in the art that the field 'equation_address' may directly contain the dynamic equations of nature itself without the reference code of the parent relation.

Preferably, the table is constructed in a clustered index structure. In this case, the search speed of the dimensionless number contained in the table can be increased. Database construction techniques using the clustered index structure are well known to those skilled in the art, and a detailed description thereof will be omitted herein.

In another embodiment, the standard compatibility code may be written in a file using a method of separating each data constituting the compatible code by the separator ";". For example, the standard compatibility code may be configured by using 'mothre_number; equation_number; mathematical_operation; child_number' as a repeating unit.

In addition to the above embodiments, any known data structure may be stored so that a natural dynamic equation and a corresponding dimensionless number may be cross-referenced. Therefore, the method for uniquely matching the left side and the right side of a natural dynamic equation expressed as a dimensionless number in a 1: 1 relationship is not limited to the above description, and various modifications are possible by those skilled in the art.

20 is a flowchart illustrating a process of constructing a standard compatibility code in the form of a database. The following process is of course applied to the process of building the standard compatible code in the form of a file.

Referring to FIG. 20, first, a database server is connected to a database server using a client on which a standard compatible code building module is installed (step S10). Here, the connection between the client and the database server conforms to the standard network topology.

Then, the user interface of the standard compatible code building module is called (step S20). The user interface provides an interface for inputting a reference code of a natural kinetic equation corresponding to the left side of the parent relation and a dimensionless number corresponding to the right side of the mother relation. Preferably, the user interface includes a graphical user interface (GUI). to be. Optionally, the user interface may provide an interface for inputting natural kinetic equations themselves.

Then, the standard compliant code builder inputs the reference code and the dimensionless number of the parent relation on the provided interface and requests the database server to generate the standard compliant code (step S30). Optionally, the standard compliant code builder is included in the parent relation. It is also possible to enter additional natural dynamic equations.

On the other hand, the database server includes a standard compatible code generation module. When the standard code generation module is requested, the standard code generation module generates a predetermined patterned mathematical operation (see (1) to (7).) Based on the data input by the standard code builder. In operation S40, a plurality of child relational expressions are generated. Then, a compatible code is generated for each generated child relational expression and stored in a database (step S50). Steps S20 to S50 may be repeatedly performed on various natural dynamic relations analyzed theoretically or experimentally.

Although not shown in the drawings, the standard compatible code construction module may provide a user interface supporting input of dimensionless numbers and reference codes for a plurality of natural dynamic relational expressions. This user interface generates a new parent relation by permuting a number of natural dynamic relations and then performing all possible arithmetic operations (+,-, ×, ÷) between the combined relations (1). After the mathematical operation method described in the above), S40 step and S50 step are applied to each generated relation and the standard compatible code can be generated and expanded.

The utility of the standard compliant code constructed as above is proportional to the number of natural kinetic relations constructed with the standard compliant code. Therefore, it is desirable to update the standard compatibility code continuously.

Standard compliant codes can be useful for quantitatively and qualitatively interpreting natural dynamic numbers expressed as dimensionless numbers. In other words, when the natural or dynamic physical quantity is obtained experimentally or theoretically, the natural dynamic equation corresponding to the dimensionless number can be confirmed by querying the standard compatible code after dimensioning the physical quantity according to the <Zone zone theory>. This makes it possible to interpret quantitatively and qualitatively the natural dynamics obtained experimentally or theoretically. This interpretation is preferably implemented automatically by a program that interoperates with standard compliant code.

FIG. 21 is a procedure flow diagram illustrating a quantitative and qualitative analysis process for the natural dynamic physical quantities dimensioned by <Zero Zone Theory>. Fig. 21 shows in advance that this is a process performed by a numerical analysis program that interoperates with a standard compatible code built in advance.

Referring to FIG. 21, first, a user interface for inputting a physical quantity to be analyzed by a user's request is provided (step S60). The physical quantity may be expressed in standard units by <metric method>, or may be expressed as a dimensionless number by <Zero zone theory>. Preferably, the user interface is a GUI.

Then, when the user inputs an analysis target physical quantity and requests an analysis, it is checked whether the physical quantity includes a unit (step S70). If there is a unit, the unit included in the physical quantity is zero of the <Zone zone theory>. After substituting the zone code for dimensionless physical quantities (step S80), the process proceeds to step S90. On the contrary, if there is no unit, it immediately proceeds to step S90.

In step S90, the standard compatible code is searched using the non-dimensionalized physical quantity as the search key. The search field is 'child_number'. Then, it is determined whether there is a dimensionless number without error (step S100).

If there is no dimensionless error, the standard compatible code is searched to identify the record containing the dimensionless number, and then the parameter (mother_number), reference code (equation_address), and mathematical operation method of the natural dynamic relation in the record. After reading (mathematical_operation), the following search results are output to the user (step S110).

<Output example>

4.4368740563618544990834786089658e + 42

= (P-197-4-1-10) ^ 97 * 55 = (2.64069781000404991) ^ 97 * 55

In the above output example, '4.4368740563618544990834786089658e + 42' is the dimensionless physical quantity to be analyzed. 'P-107-4-1-10' is the reference code of the natural dynamic equation associated with this physical quantity. '^ 97 * 55' is a mathematical operation to derive '4.4368740563618544990834786089658e + 42' from the natural dynamic equation referred to as 'P-107-4-1-10'. '2.64069781000404991' is a dimensionless number corresponding to the natural kinetic formula referenced from 'P-107-4-1-10'. Therefore, from the above example, it can be seen that multiplying 55 by the natural dynamic equation referred to as 'P-107-4-1-10' and multiplying by 55 yields the searched number. The in-depth consideration of natural dynamic equations and mathematical operations, referred to as 4-1-10 ', allows quantitative and quantitative interpretation of the non-dimensionalized physical quantities' 4.4368740563618544990834786089658e + 42'.

On the other hand, if it is determined in step S100 that there is no dimensionless number without an error, the dimensionless number having the smallest error is identified among the dimensionless number larger than the search target physical quantity and the small dimensionless number (step S120).

For convenience of explanation, the dimensionless number having the smallest error among the dimensionless numbers larger than the searched physical quantity is referred to as 'non-dimensional number _large ', and the dimensionless number having the smallest error among the dimensionless numbers smaller than the searched physical quantity is referred to as 'dimensionalless number _small '. Name it.

The following is the relationship between the identified 'dimensional number _large ' and 'dimensional number _small ' and the searched 'dimensional number search', where E1 and E2 represent the degree of error.

'Dimensionless _search ' = 'Dimensionless _large ' × E ₁ (0 <E ₁ ≤1)

'Dimensionless _search ' = 'dimensionless _small ' × E ₂ (1≤E ₂ )

That identifies the following, E ₁ and E ₂ by searching for a standards-compliant code, key re-retrieve each of E ₁ and E ₂ and the small error dimensionless enemies (step S130).

E _One  = Dimensionless _One  × E _One '

E2 = dimensionless number ₂  × E ₂ '

The following relation is obtained.

Dimensionless number _search '=' Dimensionless _large '× dimensionless number _One × E _One '(0 <E _One '≤1)

Dimensionless number _search '=' Dimensionless _small '× dimensionless number ₂ × E ₂ '(1≤E ₂ ')

Subsequently, the standard compatibility code is queried to identify records corresponding to 'non-dimensional number _large ', 'non-dimensional number ₁ ', 'non-dimensional number _small ', and 'non-dimensional number ₂ ', and the reference codes of natural dynamic equations included in each record. , And read the dimensionless number corresponding to the mathematical operation method and the parameter and outputs the following result to the user (step S140).

<Output example>

Small Difference: 1.000000000001133e + 00

4.43659250963997925646251581127e + 42

= [(P-197-4-1-10) ^ 97 * 55] * [(S126-47-9) ^ 89/26]

=

[(2.64067981000404991e + 00) ^ 97 * 55] * [(1.00000560938687011e + 00) ^ 89/26]

large Difference: 1.00000000000000067e + 00

4.43659250963997925646251581127e + 42

= [(S31-25-4) ^ 1/1 * 1/1] * [(A-202-12-1-1) * (61/88) ^-1]

=

[(4.43695925096400010) ^ 1/1 * 1/1] * [(1.44262295081966996) * (61/88) ^-1]

The user may then interpret the following using the above example output. In other words, the physical quantity to be analyzed '4.43659250963997925646251581127e + 42' is the dynamic equation '(P-197-4-1-10) ^ 97 * 55' applied with the mathematical operation '^ 97 * 55' and the mathematical operation '^ 89' / 26 'is applied to the dynamic equation of nature' (S126-47-9) ^ 89/26 ', and the error (E1' or 1 / E1 ') divided by the left side by the right side is' 1.000000000001133e + 00' to be.

In addition, the physical quantity to be analyzed '4.43659250963997925646251581127e + 42' is a natural dynamic equation '(S31-25-4) ^ 1/1 * 1/1' and '(A-202-12-1-1) * (61 / 88) ^-1 'is also related, and the error (E2' or 1 / E2 ') divided by the right side by the left side is' 1.00000000000000067e + 00'.

The user can quantitatively and qualitatively interpret the dimensionless physical quantity '4.43659250963997925646251581127e + 42' by considering the natural dynamic equations identified by the reference codes and their mathematical operations.

By performing the above error correction, the quantitative and qualitative analysis of the physical quantity can be performed more precisely. And it is apparent to those skilled in the art that error correction can be further performed to further increase the accuracy of quantitative and qualitative analysis.

In the above-described embodiment of the interpretation of physical quantities, the dynamic equations of nature are not presented directly but only as reference codes. However, if the standard compatibility code contains the natural dynamic equation itself, it is natural that the reference code can be replaced with the corresponding dynamic equation and presented to the user.

In outputting a physical quantity analysis result, when a natural dynamic equation is given only as a reference code, the user is preferably provided with a codebook in which the dynamic equation can be found using the reference code. Such a codebook may be provided through a print medium or may be included as a reference in a numerical analysis program according to the present invention.

The numerical analysis program may be mounted on a server computer. In this case, the user can access the server through the network using a client and then call the user interface provided by the numerical analysis program to quantitatively and qualitatively analyze physical quantities related to natural phenomena.

In this case, the network may be any communication network known to establish a server-client model in the technical field to which the present invention belongs, such as wired / wireless LAN network, wired Internet, wireless Internet, satellite communication network, wired / wireless telephone network, cable communication network, and ubiquitous communication network. Do.

As is well known, the biggest challenge of modern quantum physics is not how to treat experimental results mathematically, but how to interpret them. The present invention is meaningful in that it provides a basis for solving the problems of modern quantum physics by comparing and comparing the physically compatible numbers with the non-dimensionalized physical quantities to be analyzed.

The significance of the present invention is also in line with the predictions of leading physicists.

Eugene Wigner, Nobel Prize in Physics

"The essential goal of physicists is to add 'numbers' to 'physical quantities' anyway, and thus to find interrelationships between them."

<Fineman, Nobel Laureate in Physics>

In the next great era of human awakening, there will of course be a way of understanding the qualitative content of the equation. It can't be right now. In order for us to reach the next great age of awakening, we need to be saved from the devil of dimension.

<Martin Rees, Professor of Mathematics at Cambridge Kings College>

“Physical forces and constants may be calculated on theoretical mathematical principles instead of being measured experimentally. Although not very easy, the circumference of the circle may be calculated from its diameter. '

Steven Weinberg, winner of the Nobel Prize in Physics

I expect to find a theoretical basis for the values of all physical constants. A theory that explains everything will appear, and to verify that this theory is correct, one can observe that it is in good agreement with the physical constants already measured in the standard model.

Extension to the computer operating system for <Zero Zone Theory>

1. Invariance of computer language and physical quantities

Computer programs use the form of numbers to represent different data while maintaining the same format. For example, in order to represent father, an alphabetical number f, a, t, h, e, r is designated by specifying an arbitrary number.

However, since numbers are used for character symbols, there is a risk of confusion if the number is used as it is to express the number itself. Therefore, the numbers 0, 1, 2, 3, 4, 5, 6, 7, 8, 9, etc., are also assigned random numbers. For example, the number replacing the letter a is 97 in ASCII code, and the number in place of the number '1' is 49 in ASCII code. As such, the representation of data used in computer languages requires different classification systems to prevent confusion.

Here, the numbers replacing the symbols of letters and numbers are purely random. Therefore, in order to process the information in the computer, information input methods such as complicated grammar and rules are required in order to make the computer understand the input information. Overcoming difficult problems must be overcome.

The programming language combined with <Zero Zone Theory> adopts a method of using numbers that appear repeatedly in nature as units, rather than randomly assigning numbers as above.

Until now, the basic physical quantity had to go through the complicated process of converting to a randomly defined number as above. However, Zero-Zone Theory uses the natural frequencies (undimensionalized numbers of seven basic units) of the natural system revealed using invariant to express both the meaning and the magnitude of numbers and symbols (units) that appear in basic physical quantities. Provided a framework for expression.

The invariant of the physical quantities derived from Zero Zone Theory shows that there is a constant numerical value between the arbitrarily defined numerical values and the basic physical quantities represented by unit symbols regardless of their arbitrary numerical values or unit symbols.

Thus, this constant invariant can replace the invariant itself. Using this constant variable, it is possible to express physical quantities expressed by combining numerical and unit symbols only with numbers. This representation is the same as the constant variable being the basic unit, so if π is a single variable, it is equivalent to 2π, 3π, and so on. In this way, constants associated with all physical phenomena can be integrated into numbers containing both meaning and magnitude.

In this way of expression, rather than assigning a random number as it is now, it is possible to input the numerical values observed in natural phenomena into the computer as it is, so that calculation and semantic interpretation are possible without any additional compilation process.

In addition, in the output process, the application of the above-described numerical analysis method using a standard compatible code can naturally derive the meaning of numbers, which can improve the utilization method of computer information system, and especially in the field of science and technology. If the method is applied, it is expected to improve the computation speed.

2. Physical properties and computer language

When computation is possible on a computer, it means that the object of calculation is a logical proposition capable of strict logical description. The logical proposition is the object of pure mathematical theory and refers to physical properties in the scientific community.

Physical properties can be defined as purely theoretical minimum unit entities that can be mathematically calculated. Specifically, for example, a physical quantity defined by mankind in order to enable accurate communication may be referred to as a promiseable physical property. It is important to note that computer calculations do not exceed this limit because mathematical calculations are now possible between physical quantities of the same dimension.

Kilograms (kg) can be calculated in kilograms (kg), but not in terms of temperature (K). Different physical properties (specifically, the physical properties of mass and the different semantic dimensions of physical properties of temperature) It is impossible to infer quantitatively and qualitatively what the logical quantities are.

Since the inference of the interrelationship is impossible, computer operation and control are impossible, and consequently, computer calculation is impossible. Computation of computers is beyond the scope of simple arithmetic, so logical reasoning is necessary to interpret the calculations qualitatively.

This is the true goal of output, the final act of computing. A series of computational processes in a computer consists of an engineering system based on the control of simple electrical signals. The problem is that inferences about computations and results are based on the algorithm of computer language, which is a human language. It can only be obtained by design.

In other words, rather than having a computer as a machine make some conscious judgments or perform certain cognitive acts, a person inserts a symbol with the grammar system that a person needs to input into the computer, and the computer pre-populates a specific symbol that appears as an output. It only understands, infers, and makes mechanical judgments based on established logic or rules. Here, an example of a specific symbol input in advance is a high-level language, and a computer reads and interprets a specific symbol output according to a promised rule.

It is especially important to note that because computer languages have a grammatical system, computers have the functions of simple quantitative computation and qualitative logic reasoning that can be linked to meanings as propositions. The computer language commonly used for input on computers is high-level language, and the real programmers use Structured English rather than Standard English, which allows for strict logical description and reasoning. It has a certain syntax.

Since all computer languages have a strict grammar system, they are widely interpreted and willing to fit physical properties according to a certain pattern of nature, so they are classified at the same level as physical quantity as a basic term for obtaining a certain physical system in natural science. Can be.

Indeed, in order to implement the minimalist program of computer language, computer scientists are trying their best to obtain universal grammar with minimum parameters. Linguists try to find the parameters, assuming that there are various languages in the world, but there are parameters as core unit elements that are commonly included in the grammar system of those languages. Similarly, in computer languages, if you can accurately interpret the information or the value of a parameter, you can produce a variety of languages with just a few simple combinations of parameters, and then identify the invariant system that is a regular grammatical feature between the languages. It becomes possible. If you do this, you can build an ideal computer programming language by using only a few element elements, which makes computer calculations extremely simple and allows you to build systems that are bug-free and error-free.

Recall again that natural science is now interpreting and interpreting various natural phenomena as physical quantities, logical expressions with different semantic dimensions. To express physical phenomena is to express natural phenomena with the physical physics that we are already familiar with, and to show how natural phenomena are represented by appropriate algorithms so that everyone can recognize them in common. This is possible because the physical properties of individual phenomena appearing in natural phenomena are defined and marked with already-defined symbols (physical quantities).

Making a commitment to the definition of physical properties in advance has a very important meaning which is indispensable to ensure the accuracy and comparability of the measurement. In particular, in the modern science that needs accurate information, the information is obtained by means of a computer. Therefore, the composition and grammatical system of computer language, which is a means of computer input, are closely related to the definition of physical properties, that is, the commitment. You can't help it.

Unfortunately, the current computer language system is a human-made grammar system that has no correlation with the definition of physical properties, and therefore inferences about computational functions and computational results must be made separately.

This means that the input method becomes very difficult or complicated to produce a desired result in a general computer language in accordance with a logic circuit composed of elusive truth tables in the computation and control sections. This is also the first difficulty in current computer science and engineering. This is due to the fact that computer language input methods for obtaining output are extremely difficult and complicated.

Especially, if the dimension is complicated in computer calculation, the logic circuit of the calculation and control part is also very complicated, and the error (statistical error, structural error) of empirically obtained input value accumulates, It's a fundamental limitation in its use, and it's also a major source of computer computation errors and bugs.

As logic circuits become more complex, efforts and techniques to physically speed up operations or expand memory are required in order to overcome the limitations of the logic circuit and obtain accurate output, which is the goal of computer computation. It is worth noting that the current solution, a hardware technical approach that simply increases computation speed and increases memory capacity, begins with a lack of awareness of the very deep and structural problem of the concept of physical properties and commitment. It is.

In the process of analyzing the number using the standard compatibility code, it is characterized by inputting a number without dimension. And Zero Zone Theory proved that numbers related to natural phenomena can be equivalent to natural dynamic equations, and when generalized to the computer programming language for natural scientific operations, general computers with complex grammatical systems It is possible to derive a programming language with great differentiation from the input stage. For convenience of explanation, the program language derivable in this way is referred to as <zero zone language>.

Zero-Zone Language can be a very useful algorithm and program for the calculation and measurement needed for industrial and engineering. In <Zone Zone Language>, the zero zone code obtained based on the invariant obtained by combining the unit physical quantities as parameters is used. The zero zone code is obtained by unifying the physical quantities, which are physical attributes having different dimensions, into a unitless dimension. By using this code, it is possible to quantify and input physical quantities so that the computer can greatly reduce the complex logical operations that are inevitably involved in interpreting high-level languages, so that it can maximize the computational and memory (memory) functions of the computer. It becomes possible.

In addition, it is possible to mutually calculate the physical quantities of different dimensions, and by referring to the standard compatibility code, the program design can be simplified because the qualitative interpretation of the input number or the number obtained as a result of the calculation can be simplified. As a result, not only the normal physical processing speed but also the relative operation speed can be increased, and the number of bits per unit area can be effectively utilized, thereby significantly increasing the memory capacity. This will allow you to take full advantage of the computer's main functions of computation and control, which will ultimately improve your computer's performance.

In general, what computer science or engineering aims to improve is the computational speed of a computer, not quantitatively. In other words, rather than simply improving the performance of the hardware, it is trying to improve the quality of the software.

Many qualitative improvements have been made in terms of additional features such as graphics, text editing, searching, and file compression, but no fundamental solutions have yet been identified. Normal PCs with different programming languages or operating systems (o / s) are an example of this goal-oriented intermediate process. Computer scientists point out that computer languages currently only use 5% of theoretically possible computer functions.

3. ZERO ZONE O / S

The intrinsic function of a computer is not the secondary functions such as text editing, graphics, and the connection between different hardware (device drives), but the comparative calculation function above all.

The input method, operation method, and result output method applied in the quantitative and qualitative analysis of physical quantities using standard compatible codes can be generalized and interpreted by computer operating systems.

In other words, unlike general computer languages that require the input of physical quantities with complex grammatical rules, the input method is input only as a numerical value so that the computer CPU is simply dedicated to the computation process, and the numerical value is entered so that it can be calculated before input. It is a unified and meaningful number that can be a new method of computer operation in that it provides the effect of maximizing computer control and memory performance.

In addition, it is possible to implement the artificial intelligence analysis of natural dynamic equations by enabling structural interpretation of natural dynamic equations (formulas are algorithms) through standard compatible codes in the output process.

Such a system with numerical algorithms that are compatible with a set of language characters (standard units) is a new computer operating system. Hereinafter, such a computer operating system will be referred to as a <zero zone operating system>.

Zero-Zone Operating System has algorithms that enable calculation of a set of strictly defined units or physical quantities that have different meanings that have never been calculated. In other words, it performs both functions simultaneously, as well as the numerical function that represents a simple quantitative size, as well as the interpretation of meaningful units with strict definitions.

The zero-zone operating system's powerful numeric interface has revolutionized the input method so far, allowing users to enter meaningful numbers using a zero-zone code that makes numbers and letters compatible.

This makes it easy to use even for a computer, and dramatically expands the capabilities of a computer system in a way that handles complex computer calculations quickly and precisely.

The concept of <Zero Zone Operating System> and the existing Operating System can be easily explained as follows. The language letters needed for communication vary greatly from country to country. For example, Chinese is a hieroglyphic character, which has a meaning, and Korean has the advantage of being able to use onomatopoeia and diacritics freely.

This can be directly compared to various computer languages with individual specific functions. By narrowing the function of language characters, even the same Korean language is somewhat different in each province, but the Korean standard adopts Seoul language. In this regard, the existing operating system concept can be easily explained, for example, the Windows operating system concept adopts a specific computer language that drives the computer system in a computer system that is an interface as a means of communication between humans and nature. The language has a specific language operation rule, that is, it has an operating system as its own grammar rule.

Programmers must have a good understanding of a particular computer language and its grammar rules in order to properly use an application based on the Windows operating system. However, the Zero Zone Operating System is not dependent on any particular computer language, but can be said to be an efficient improvement of the function of the system itself, which is basically a target of a computer system, which is a higher concept.

Languages are different for each country and nation, but the equations and metric systems are independent of each country and ethnic language, and are independent of each other. By replacing them, the numbers themselves become algorithms, and at the same time, the two functions of computer programs, independent of any computer language.

This is a useful specificity of the architecture of the number of zero-zone codes underlying the Zero-Zone Operating System. It is a newly extended operating system at the computer system level, which is a higher concept of computer language, not an operating system of a specific computer language. can do.

Next, an embodiment of an operation process of the <zero zone operating system> will be described in detail. In the following description, it is noted that the subject executing each process becomes the central processing unit (CPU) of the computer.

<Zero Zone Operating System> is a quantitative and qualitative method for the dimensionless algorithm of physical quantities using zero-zone codes, industrial engineering calculation algorithms of dimensionless physical quantities, physical quantities input as dimensionless numbers, or dimensionless numbers derived as a result of industrial engineering calculations. Analysis algorithms, and algorithms for inversely transforming dimensionless numbers derived through industrial engineering calculations into unitary physical quantities.

The <Zone Zone Operating System> is installed in a computer equipped with a recording medium containing a standard compatibility code and a zero zone code. The recording medium refers to all electromagnetic media known to store data such as a hard disk, a flash memory, a RAM, a ROM, a magneto-optical disk, a disk array, and the like.

In detail, the living dimensionless algorithm may include receiving a physical quantity having a unit through a user interface; And substituting a zero zone code into a unit to perform a calculation to convert the physical quantity into a dimensionless number. Preferably, the user interface is a GUI.

Here, the unit may be expressed as a base unit according to the <metric method, or may be expressed as a derived unit derived from the base unit. For the latter case, the dimensionless algorithm preferably further comprises converting a derived unit into a base unit. In the process of substituting the zero zone code, when the unit given to the physical quantity is composed of two or more basic unit combinations (for example, m / s), the zero zone code is substituted into each basic unit. Obviously, if the input physical quantity is 2 or more, the non-dimensionalization step of the physical quantity will be repeated by the number of physical quantities.

The industrial engineering calculation algorithm may include: substituting a physical quantity converted into a dimensionless number into a variable of a corresponding physical quantity included in an industrial engineering formula; And performing an industrial engineering operation without obtaining a dimension cleanup process to obtain a calculation result.

Here, the industrial engineering formula refers to a formula derived from a known natural law for various industrial engineering applications, for example, a formula for calculating a temperature in a system having a specific condition. The industrial engineering formula may be a formula previously embedded in the <Zone Zone Operating System>, or may be a formula input from the outside through a user interface.

The quantitative and qualitative analysis algorithms compare and compare the quantized dimensionless number stored in the standard compatible code using the dimensionless number obtained through the execution of an industrial engineering algorithm or a physical quantity expressed as a dimensionless number input through a user interface. The step of identifying the dimensionless number with the same value or the smallest error and outputting the natural dynamic equation corresponding to the identified dimensionless number. Since specific embodiments of this step have already been described above, repeated descriptions thereof will be omitted.

The inverse transform algorithm may include identifying a type of a predetermined or predetermined unit through a user interface; Converting the dimensionless number calculated through industrial engineering calculation to a physical quantity expressed in the identified unit by using a zero zone code corresponding to the identified unit; And outputting the converted physical quantity through a user interface.

The above-mentioned <Zero zone operating system> can mutually calculate the physical quantities of different dimensions, and by referring to the standard compatibility code, the program design can be simplified because it can immediately interpret the input number or the number obtained as a result of the calculation. have. In other words, it is possible to operate the computer in an innovative way, "input (numerical, numerical) → output (structured language, algorithm)." As a result, not only the normal physical processing speed but also the relative operation speed can be increased, and the number of bits per unit area can be effectively utilized, thereby significantly increasing the memory capacity. This will allow you to make the most of the computer's major functions, such as computation and control, which will ultimately improve your computer's performance.

The industrial engineering method, the quantitative and qualitative analysis method of the dimensionless number, and the zero zone operating system disclosed in the embodiment of the present invention may be recorded in a computer-readable recording medium coded in a programming language. Record media include ROM (Read Only Memory), RAM (Random Access Memory), Compact Disk-Read Only Memory (CD-ROM), Digital Video Disk-Read Only Memory (DVD-ROM), magnetic tape, floppy disk, Optical data storage, flash memory, and the like. In addition, the recording medium may be stored in a networked computer system so that the computer-readable code is stored and executed in a distributed manner.

As described above, although the present invention has been described by way of limited embodiments and drawings, the present invention is not limited thereto and is intended by those skilled in the art to which the present invention pertains. Of course, various modifications and variations are possible within the scope of equivalents of the claims to be described.

1. The optimization algorithm of the measurement standard using the zero zone code and the <Zone Zone Operating System> enable the smooth communication between different scientific fields, so that not only the development of the entire science but also the rapid development of the science-based industry To make it possible.

2. In <Zone Zone Operating System>, the technology revolution of computer science and engineering is made possible by computing by being number itself = formula = algorithm = computer programming language = computer program. Numbers themselves become programming languages, so anyone can easily make an application and become a programmer. The Arabic system (decimal) is the operating system for measurement and calculation methods in the natural sciences, so that even young children can easily become programmers.

3. User interface system software is composed of easy environment so that anyone can easily understand and use computer system. Computers use 256 kinds of bytes by combining 8-9 bits based on bits consisting of 0 and 1 binary signals. The program language is developed and utilized by assigning each symbol one by one including the English alphabet using these 256 kinds of bytes. In other words, this byte is used by human beings. However, if the operating system of the method proposed in the present invention, that is, a method of constructing a byte using a dimensionless number found in the invariant of nature, interprets various numerical data encountered in the field of science and technology in a short time and its meaning It has the advantage of being able to grasp at the same time.

4. There is a problem that computer programs are not compatible because different computer companies and programs have different source codes. In this case, too, the source code is arbitrarily determined by the computer company. If the program proposed in the present invention is used, instead of arbitrarily selecting the source code, the program can be easily processed in a short time when a huge number of data encountered in the science and technology field is easily written. . At the same time, its meaning can be grasped so that a computer can be operated without a complicated command system.

5. The key issue in AI is understanding the meaning of the natural language that humans use. In order to do this, the machine must be able to understand the natural language only by interpreting it. For example, if the physical property that is widely used in science and technology and the main research object is expressed by a combination of numbers representing numbers and units representing meanings, the machine can understand both numbers and units representing sizes. Should be available. However, when a physical property is expressed using a method illustrated in the present invention, that is, a dimensionless number based on an invariant, information and meaning about the size can be transmitted using only a number without units. Will be understood.

6. The discovery of invariance makes it possible to unify units into a system of numbers. The concept of a basic physical property, expressed as a unique number, such as a basic physical quantity is now possible, and this includes the basic physical quantity. If you write a computer program based on this system, you can easily do miscellaneous operations in the field of science and technology.

7. The standard compatibility code established by <Zero Zone Theory> can lay the foundation for expert system by solving the difficult way of expressing facts (which eventually becomes input) by quantifying the physical quantity that can be promised in the knowledge base. have. In other words, the system becomes a logic programming language.

8. Zero-Zone Operating System embodies the core technology of computers. In other words, the objects to be stored in the computer are various experimental values (physical quantities), and the computer thinks about the optimization solution using standard compatible codes.

9. Zero-Zone Operating System makes numeric and character codes (physical attributes, including physical quantities) compatible. Specific physical properties are algorithms in which specific physical quantities are combined, eg 1) it provides a useful means of interpreting a collection of data of specific molecules (expressed as a combination of specific physical quantities). This is important information that is directly and decisive for the development of new drugs using structure and function.Ex. 2) This is a major factor that influences the properties of metal materials. The parameters are expressed as specific physical quantities, and these factors are taken into account in order to increase the purity of specific metals, which is very useful for finding algorithms for calculating the numerical values of optimized physical quantities. Certain physical properties are consequently composed of specific parameters within a computer database (DB) with specific algorithms. It is to find a numerical value.

10. The zero-zone operating system is the arithmetic coding of logical representations with different semantic dimensions. In other words, the absolute measure of energy is coded regardless of the algorithm. In practice, numbers (quantization) of physical properties, which are the smallest objects that can be mathematically calculated, including physical quantities, which are the basis of all scientific calculations, eventually become input and output numbers. It is to compare and analyze concretely with general interpretation of physical quantities. This can be achieved by equalizing each physical quantity and number.

種) 컴퓨터 언어를 수로 표준 코드화시켜 서로 접속 가능하게 할 수 있다.11. The zero-zone operating system is a data itself and a language (statement), which greatly contributes to information compression. No special or complex statements are required. Therefore, heterogeneous (

V) Computer languages may be standardized in numbers to enable access to each other.

12. The zero-zone operating system can be used to visualize and quantify the background of natural phenomena that cannot be directly observed.

Configurations shown in the embodiments and drawings described herein are only one of the most preferred embodiments of the present invention and do not represent all of the technical spirit of the present invention, various equivalents that may be substituted for them at the time of the present application It should be understood that there may be variations and variations.

Claims (34)

In calculating industrial engineering formulas related to industrial engineering measurement or control, Converting different physical quantities to which units of different dimensions are assigned to a dimensionless number using a zero zone code, and then substituting them into an industrial engineering formula; How to perform engineering operations. The method of claim 1, The physical quantity is expressed in standard units by <metric method, The step of converting the physical quantity into the dimensionless number is, by replacing each unit included in the standard unit with a corresponding zero zone code to convert the physical quantity into a dimensionless number, How to perform an operation. The method of claim 1, Converting the physical quantity into a dimensionless number, Converting the units of the physical quantity into standard units by <metric method; And converting a physical quantity into a dimensionless number by replacing each unit included in the converted unit with a corresponding zero zone code. The method of claim 1, And outputting the result of the industrial engineering operation as a dimensionless number. The method of claim 1, Inversely converting the dimensionless number derived as a result of the calculation into a physical quantity having a unit after performing the industrial engineering operation; and outputting the inverse dimension of the measurement unit, further comprising: . The method of claim 1, Formulas for industrial engineering operations contain physical constants, The physical constant has a dimensionless number by the theorem of the base dimension method for performing industrial engineering operation through the dimensionless unit of measurement. The method of claim 1, Quantizing a plurality of kinetic relations that conform to the zero zone theory to access a standard compatible code that stores quantized dimensionless numbers and their corresponding kinetic relations in a structure that allows cross-reference; And Using the dimensionless number derived as a result of the industrial engineering operation as a search key, the dimensionless number matching or having the smallest error is identified by comparing with the dimensionless number of the standard compatible code, and then a dynamic equation corresponding to the identified dimensionless number is obtained. And reading out from and outputting the same. A computer-readable recording medium having recorded thereon a method according to any one of claims 1 to 7. (a) loading an industrial engineering formula; (b) receiving a physical quantity having units for the variables included in the industrial engineering formula; (c) dimensioning the physical quantity by substituting the input unit of physical quantity into a dimensionless number by a zero zone code; And and (d) substituting the non-dimensionalized physical quantity into the industrial engineering formula to perform the industrial engineering operation through non-dimensionalization of the measurement unit. (a) loading an industrial engineering formula; (b) receiving a physical quantity expressed as a dimensionless number for a variable included in an industrial engineering formula; And and (c) substituting the physical quantity represented by the dimensionless number into the industrial engineering formula to perform the industrial engineering calculation through dimensionless measurement unit. The method of claim 9, The physical quantity is expressed in standard units by <metric method, The step of converting the physical quantity into the dimensionless number, the industrial engineering through the dimensionless unit of the measurement unit, characterized in that for converting each unit included in the standard unit with a corresponding zero zone code to convert the physical quantity into a random number How to perform an operation. The method of claim 9, Converting the physical quantity into a dimensionless number, Converting the units of the physical quantity into standard units by <metric method; And And converting a physical quantity into a dimensionless number by replacing each unit included in the converted unit with a corresponding zero zone code. The method of claim 9 or 10, And outputting the result of the industrial engineering operation as a dimensionless number. The method of claim 9 or 10, And inversely converting the dimensionless number derived as a result of the industrial engineering into a physical quantity having a unit, and outputting the non-dimensionalized measurement unit. The method of claim 9 or 10, Physics constants are included in calculations for industrial engineering operations, The physical constant has a dimensionless number by the theorem of the base dimension method for performing industrial engineering operation through the dimensionless unit of measurement. The method of claim 9 or 10. Quantizing a plurality of kinetic relations to access standard compatible codes that store quantized dimensionless numbers and corresponding kinetic relations in a structure that can be cross-referenced; And By using the dimensionless number derived as a result of industrial engineering operation as a search key, the dimensionless number matching or having the smallest error is identified by comparing with the dimensionless number of the standard compatible code, and then a dynamic equation corresponding to the identified dimensionless number is obtained. And reading out from and outputting the same. A computer-readable recording medium having recorded thereon a program according to any one of claims 9 to 16. (a) receiving a dimensionless number and a corresponding natural dynamic equation conforming to the basic dimension theorem according to the zero zone theory; (b) quantizing the dimensionless number into a plurality of numbers by performing a mathematical operation on the dimensionless number with a predetermined rule; (c) storing the reference code of the quantized number, the mathematical operation method applied in the derivation of the quantized number, and the reference code of the natural kinetic equation to enable cross-reference with the quantized number; And (d) repeating steps (a) to (c) for a plurality of dimensionless numbers and their corresponding natural dynamic equations; and constructing a standard compatible code. The method of claim 18, Receiving a plurality of dimensionless numbers complying with the basic dimension theorem according to the zero zone theory and a plurality of natural dynamic equations corresponding to each dimensionless number; And And performing a permutation combination of the plurality of inputted dimensionless numbers using a predefined operator. And (b) and (c) steps for dimensionless numbers and corresponding natural dynamic equations resulting from mathematical operations. (a) receiving a dimensionless number and a corresponding natural dynamic equation conforming to the basic dimension theorem according to the zero zone theory; (b) quantizing the dimensionless number into a plurality of numbers by performing a mathematical operation on the dimensionless number with a predetermined rule; (c) storing quantized numbers, mathematical operations applied in the derivation of quantized numbers, and natural kinetic equations for cross-reference with quantized numbers; And (d) repeating steps (a) to (c) for a plurality of dimensionless numbers and their corresponding natural dynamic equations; and constructing a standard compatible code. The method of claim 20, Receiving a plurality of dimensionless numbers complying with the basic dimension theorem according to the zero zone theory and a plurality of natural dynamic equations corresponding to the dimensionless numbers; And And performing a permutation combination of the plurality of inputted dimensionless numbers using a predefined operator. And (b) and (c) steps for dimensionless numbers and corresponding natural dynamic equations resulting from mathematical operations. (a) receiving a dimensionless number and a corresponding natural dynamic equation conforming to the basic dimension theorem according to the zero zone theory; (b) quantizing the dimensionless number into a plurality of numbers by performing a mathematical operation on the dimensionless number with a predetermined rule; (c) storing the quantized numbers and their corresponding natural kinetic equations for cross-reference; And (d) repeating steps (a) to (c) for a plurality of dimensionless numbers and their corresponding natural dynamic equations; and constructing a standard compatible code. The method of claim 22, Receiving a plurality of dimensionless numbers complying with the basic dimension theorem according to zero-zone theory and a plurality of natural dynamic equations corresponding to each dimensionless number; And And performing a permutation combination of the plurality of inputted dimensionless numbers using a predefined operator. And (b) and (c) steps for dimensionless numbers and corresponding natural dynamic equations resulting from mathematical operations. A computer-readable recording medium having recorded thereon a program according to any one of claims 18 to 23. A computer-readable program that allows cross-references of dimensionless numbers generated by quantization of a plurality of dimensionless numbers conforming to the fundamental dimension theorem according to the zero-zone theory, and natural dynamic equations equivalent to the dimensionless numbers. Recording media. A computer-readable program that allows cross-references of dimensionless numbers generated by quantization of a plurality of dimensionless numbers conforming to the fundamental dimension theorem according to the zero-zone theory, and natural dynamic equations equivalent to the dimensionless numbers. In the method of quantitative qualitative analysis of dimensionless numbers using a recording medium, (a) receiving a physical quantity related to a natural phenomenon as a dimensionless number; (b) identifying the quantized dimensionless number on the recording medium by comparing the inputted dimensionless number with the inputted dimensionless number, and identifying the quantized dimensionless number with the smallest number or the smallest error; And and (c) reading and outputting a natural dynamic equation corresponding to the identified dimensionless number from the recording medium, and outputting the quantitative and qualitative analysis of the dimensionless number. The method of claim 26, (d) designating the error as a search key; (e) identifying a quantized dimensionless number on the recording medium by comparing the quantized dimensionless number and the search key value with the same number or the smallest error; And (f) reading natural kinetic equations corresponding to the identified dimensionless numbers from the recording medium and outputting the result of combining the natural kinetic equations read in step (c) with each other. Quantitative and Qualitative Interpretation A dimensionless number generated by quantization of a plurality of dimensionless numbers conforming to the basic dimension theorem according to the zero-zone theory, a reference code of a natural dynamic formula corresponding to the dimensionless number, a dimensionless number and a natural dynamic formula A computer-readable recording medium in which mathematical operators for equality are cross-referenced. Dimensionless numbers generated by quantization of a plurality of dimensionless numbers conforming to the fundamental dimension theorem according to the zero-zone theory, reference codes of natural dynamic equations corresponding to the dimensionless numbers, quantized aberrations and natural dynamics In the method of quantitative and qualitative analysis of dimensionless numbers using a computer-readable recording medium in which mathematical operators for which equations are equivalent are cross-referenced, (a) receiving a physical quantity related to a natural phenomenon as a dimensionless number; (b) identifying the quantized dimensionless number on the recording medium by comparing the inputted dimensionless number with the inputted dimensionless number, and identifying the quantized dimensionless number with the smallest number or the smallest error; And (c) reading a reference code and a mathematical operator of a natural dynamic equation corresponding to the identified dimensionless number from the recording medium and outputting the mathematical expression by applying a mathematical operation to the reference code; Quantitative and qualitative interpretation. The method of claim 29, (d) designating the error as a search key; (e) identifying a quantized dimensionless number on the recording medium by comparing the quantized dimensionless number and the search key value with the same number or the smallest error; (f) applying a mathematical operator to the reference code of the natural dynamic equation by reading the reference code and the mathematical operator of the natural dynamic equation corresponding to the identified dimensionless number from the recording medium; And (g) combining and outputting the reference code of the natural dynamic formula to which the mathematical operator is applied in step (c) and the reference code of the natural dynamic formula to which the mathematical operator is applied in step (f); Quantitative and qualitative analysis of dimensionless water, characterized in that. For the equivalence of a dimensionless number generated by quantization of a plurality of dimensionless numbers conforming to the basic dimension theorem according to the zero-zone theory, a natural dynamic equation corresponding to the dimensionless number, and a dimensionless number and a natural dynamic equation Computer-readable recording media containing mathematical operators for cross-reference. For the equivalence of a dimensionless number generated by quantization of a plurality of dimensionless numbers conforming to the basic dimension theorem according to the zero-zone theory, a natural dynamic equation corresponding to the dimensionless number, and a dimensionless number and a natural dynamic equation In the method of quantitative and qualitative analysis of dimensionless numbers using a computer-readable recording medium in which mathematical operators are cross-referenced, (a) receiving a physical quantity related to a natural phenomenon as a dimensionless number; (b) identifying the quantized dimensionless number on the recording medium by comparing the inputted dimensionless number with the inputted dimensionless number, and identifying the quantized dimensionless number with the smallest number or the smallest error; And (c) reading a natural dynamic equation and a mathematical operator corresponding to the identified dimensionless number from the recording medium and outputting the natural dynamic equation by applying a mathematical operation to the natural dynamic equation; Qualitative interpretation. The method of claim 29, (d) designating the error as a search key; (e) identifying a quantized dimensionless number on the recording medium by comparing the quantized dimensionless number and the search key value with the same number or the smallest error; (f) applying a natural operator to the natural dynamic equation by reading from the recording medium a natural dynamic equation and a mathematical operator corresponding to the identified dimensionless number; And (g) combining and outputting the natural dynamic formula to which the mathematical operator is applied in step (c) and the natural dynamic formula to which the mathematical operator is applied in step (f); Quantitative and Qualitative Interpretation of. A computer-readable recording medium having programmed thereon a method according to any one of claims 26, 27, 29, 30, 32, and 33.

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