JP2010154629A - Method for obtaining persistent electrical energy from prime number of magnetic fields of stationary permanent magnet, and persistent action of force from prime number of magnetic fields of stationary permanent magnet - Google Patents

Abstract

<P>PROBLEM TO BE SOLVED: To provide a method for obtaining a persistent electric energy for giving a work to the outside and a method for obtaining the action of a force that imparts a persistent accelerating motion to a charged body or a magnetic substance, each from a stationary permanent magnet. <P>SOLUTION: A combination of a plurality of prime number of magnetic fields can make resonance vibration of a prime number of magnetic flux generated to obtain persistent electrical energy for giving a work to the outside. The vertical and horizontal vibrations of the force generated by the combination of a centripetal force in the prime number of magnetic fields and the force in a tangent-vector direction relative to curve surface can obtain the action of force to give the persistent accelerating motion to the electrifying body or the magnetic substance. <P>COPYRIGHT: (C)2010,JPO&INPIT

Description

The present invention relates to a method for obtaining permanent electric energy by generating resonance of prime magnetic fluxes oscillating in the longitudinal and transverse directions by combining a plurality of prime magnetic fields, and by generating force in a single prime magnetic field. The present invention relates to a method for obtaining an action of a force that gives a permanent acceleration motion to a body and a magnetic body.

Conventionally, in electromagnetism, a stationary permanent magnet has not been subjected to the action of permanent electric energy that gives work to the outside or force that gives permanent acceleration motion.

The theory that number theoretic formulas related to mathematical primes have a corresponding relationship with electromagnetism,
Not announced at this stage.

In order to obtain the action of the electric energy that gives work to the outside and the action of the force that gives acceleration motion to the charged body or the magnetic body than the permanent magnet, it is necessary to vibrate the prime magnetic flux in the vertical and horizontal directions.
Japanese Patent Application No. 2008-140318 Japanese Patent Application No. 2008-256979

  Conventionally, it has been impossible to extract the action of permanent electric energy and permanent force from a stationary permanent magnet because of the principle of energy conservation.

  The magnetic field energy possessed by the permanent magnet is constant. If electric energy is extracted from this, the magnetic field energy of the permanent magnet becomes zero in a short time due to the principle of energy conservation. In other words, it is impossible to take out electrical energy permanently. The applicant has studied whether there is a way to extract permanent electrical energy in a manner consistent with the principle of energy conservation.

  Therefore, the problems to be solved by the invention are a method of obtaining permanent electric energy by a method consistent with the principle of energy conservation from a stationary permanent magnet, and a force that gives permanent acceleration motion to a charged body and a magnetic body. It is a method of obtaining an action.

  In order to obtain electrical energy from a stationary permanent magnet, it is necessary to vibrate the magnetic flux. It is considered that when the magnetic energy is vibrated only in the vertical direction or only in the horizontal direction, the magnetic energy of the permanent magnet is consumed and eventually becomes zero.

  Therefore, it is necessary to vibrate the magnetic flux in the vertical and horizontal directions. It is a prime magnetic field that can oscillate the magnetic flux in the vertical and horizontal directions. In a prime magnetic field, the prime magnetic flux vibrates in the vertical and horizontal directions.

  The electrical energy generated by the vibration of the prime magnetic flux in the vertical direction and the horizontal direction alternately takes permanent (+) energy and (−) energy from (Equation 2), and becomes zero electric energy in time average. And in the prime magnetic field, the principle of energy conservation is established: (Electric energy by vibration of prime magnetic flux) + (Magnetic field energy of permanent magnet) = constant. In order to use it as energy, resonance vibration of prime magnetic flux by combining a plurality of prime magnetic fields is required.

  In the prime magnetic field (Equation 3), a permanent centripetal force due to the vibration of the prime magnetic flux and a force in the direction of the tangent vector on the curved surface are generated, and the resultant force vibrates in the vertical and horizontal directions. If a charged body or a magnetic body is provided, the action of a force that gives a permanent acceleration motion is generated in these objects.

  Therefore, the means for obtaining the permanent electric energy is to generate the resonance vibration of the prime magnetic flux by combining the plurality of prime magnetic fields, and the means for obtaining the action of the force that gives the permanent acceleration motion is within the prime magnetic field. The problem can be solved by arranging a charged body or a magnetic body on the surface.

  Resonant vibration of prime magnetic flux by combining a plurality of prime magnetic fields has the effect of obtaining permanent electrical energy that gives work to the outside. Then, permanent electric energy is obtained by applying permanent linear acceleration motion or rotational motion to the charged body or magnetic body by the action of the force in the prime magnetic field, and converting the mechanical energy from the motion into electrical energy. Has an effect.

  In order to carry out the invention, a physical explanation of the generation of permanent electrical energy by resonant vibration and the generation of permanent force action is necessary.

Although the prime magnetic field certainly generates electric energy, it takes alternating values of (+) and (-), and the time average becomes zero energy, so it becomes permanent electric energy that gives work to the outside. Hateful.
Therefore, permanent electric energy is extracted from the resonance vibration of the prime magnetic flux caused by the vertical and lateral distribution of the prime magnetic flux from (Equation 1). Since (Equation 2) is a number theoretic equation, (Equation 2) is replaced with a number theoretic equation (Equation 4) that explains electromagnetic phenomena. The reason is that it is necessary to introduce a factor corresponding to some electromagnetic quantity into (Equation 2). In Equation 4, f (k) ² is the square of the amplitude, and the square of the amplitude means, for example, a charge density distribution.
(Expression 4) gives the second-order time derivative.
However, d / dt = dlnλ (k) (lnλ (k) + c) / dt × d / d (lnλ (k) (lnλ (k) + c).
The result is (Formula 5). (Formula 5) is a vibration equation with V (k) as a solution.
(Formula 5) is written as (Formula 6) using the angular frequency ω ₀ .
The vibration equation when the external force A {cosln · lnλ (k) (lnλ (k) + c) + sinln · lnλ (k) (lnλ (k) + c)} (A is a constant) is given by 7).
When the angular frequency of the external force is ω, the solution V (k) of the vibration equation when the external force is applied is given by (Equation 8).
In this vibration system, resonance occurs when ω ₀ = ω.
Therefore, permanent electrical energy that gives work to the outside can be obtained by the resonance vibration of the prime magnetic flux.

Φ (k) ² / λ (k) in the expression for the force in the prime magnetic field (Equation 3) indicates the centripetal force, and φ (k) / λ (k) ² indicates the force in the direction of the tangent vector on the curved surface. .
The force in the prime magnetic field is the resultant force of the centripetal force and the force in the direction of the tangent vector, and the resultant force is expressed by a cosln function, and thus vibrates in the vertical direction and the horizontal direction. Therefore, it is possible to obtain an action of a force that gives a permanent linear acceleration motion or a rotational motion to a charged body or a magnetic body containing a spin current from a prime magnetic field.

    In order to carry out the invention, the relationship between an electromagnetic phenomenon corresponding to a number theoretic formula (Formula 4) and an electromagnetic phenomenon, and the relationship between a force theoretic formula (Formula 3) and a physical force will be described. It is necessary.

Find electric energy expression in prime magnetic field.
(Formula 4) is a mathematical expression expressing the vibration of the prime magnetic flux in the vertical and horizontal directions,
It is a sinln format.
This means that the trigonometric display method for expressing the vibration in the vertical direction and the horizontal direction is sinln or cosln.
A general trigonometric function sin, cos is displayed with logarithmic display ln.
The graph (FIG. 1) of a sinln function is shown.
F (k) φ (k) ^{2 in} (Equation 4) is defined to display the voltage (V) in the prime magnetic field, and V (k) = f (k) φ (k) ² .
As shown in FIG. 1, when λ = 7, the amplitude is the maximum value. Therefore, when the voltage corresponding to the maximum value of the amplitude is considered as the reference voltage in the prime magnetic field, the reference voltage = V ( ₀ ) = f ( ₀ ) φ ( ₀ ) ² ≈ 0.374.
In addition, since λ = 7 corresponds to π / 2 in the angle method, the voltage of angle display is
V ( ₀ ) = (φ ( ₀ ) / π) ² = 1 / π ² × f ( ₀ ) × sin π / 2≈0.374, which is the same numerical value.

V ( ₀ ) = 0.374 calculated in this way is deep in arithmetic colors.
Therefore, V ( ₀ ) will be described from a concept close to a physical viewpoint.
Physically, electrical energy is considered to be an electromagnetic phenomenon in the minimum region of a prime magnetic field corresponding to a quantum field.
In a minimal region with a prime magnetic field, the prime number expression λ (k) does not hold.
In the minimum region, λ (k) is replaced with a constant value λ ₀ . Although λ ₀ is not a prime number on a prime number in number theory, consider a numerical value corresponding to a prime number. In order to obtain λ ₀ , λ ₀ = 0.5618295 is obtained from an equation (equation 9) that is considered to hold in the minimum region.
sinln · | lnλ ₀ (lnλ ₀ + c) | ≈sin (−7.9). -7.9 is an angle method, from -7.9 / π × 180 ^o = −452.6 ^o , sin (−452.6 ^o ) ≈sin (−5 / 2π) = − 1. Considering that λ = 7 corresponds to π / 2, λ ₀ = 0.5618295 corresponds to −5 / 2π.
In other words, λ ₀ is not a completely independent number, but an inverted number of the prime number 7.
Then, the voltage display in the minimum region is expressed as (Equation 10) by introducing the concept of effective value of vibration voltage. From (Equation 10), f (k) ≈-1.911, | V ( ₀ ) | ≈0.36, ω≈500, and cycle T≈1 / 80.
This numerical value almost coincides with an oscillation voltage ± 0.37 (volt) in a prime magnetic field of a permanent magnet having a magnetic flux density of about 0.85 (T) and T = 1/50 to 1/100 in an experiment.

By considering the nuclear force as a physical phenomenon in a prime magnetic field, the force in the prime magnetic field is applied to the nuclear force. It should be noted that when applied to nuclear forces, nuclear forces are minimal domain events in prime magnetic fields, and that nuclei are spherical structures rather than torus structures.
Thus, prime flux for displaying nuclear forces, [pi ^2/4 | it is necessary to use a | (+ c │lnφ |) lnφ . Lambda ₀ = .5618295 than _{lnλ 0 (lnλ 0 + c)} = 0.00037 next in minimum area of prime _{^{field, π 2/4 | lnφ 0}} | (│lnφ 0 │ + c) = 0.00037 from phi ₀ = 0.5616 next, π ^2/4 | a _{(│lnφ 0 │ + c) =} 1.643 | lnφ 0. From this value and (Equation 3), f ′ (k) in the minimal region of the prime magnetic field is f ′ (k) = − 5.846 / π. Therefore, the number formula expressing the force in the minimum region of the prime magnetic field is represented by (Formula 11).
In order to apply (Formula 11) to the nuclear force, it is required to know the correspondence between the number-theoretic factor and the physical quantity representing the nuclear force.
phi ₀ Toka π ^2/4 | lnφ ₀ | to | (│lnφ ₀ + c) corresponds to the internal dipole moment of the neutron Toka protons is expected.
^{_{2φ 0 / π 2/4 |}} lnφ 0 | (│lnφ 0 | + c) = 0.684, and mu (n) the neutrons inside dipole moment -1.9135μ (N), μ (P ) is the proton If the internal dipole efficiency is 2.79275 μ (N) (where μ (N) is a nuclear magneton), μ (n) / μ (p) = − 0.684, which is numerically coincident.
Therefore, the internal dipole moment 2 [phi ₀ is the _{^{neutron, π 2/4 | lnφ 0}} | (│lnφ 0 │ + c) corresponds to the internal dipole moments of protons. Then, f'(k) is the relationship of the left side and the right side of (Equation 11), f'(k) ^{_{is, 2φ 0 / π 2/4}} | corresponds to _{| (+ c │lnφ 0 |)} lnφ 0 Therefore, the numerical representation of the nuclear force acting on neutrons and protons is (Equation 12).
Since 1 / π (2φ ₀ + c / λ ₀ ) = 4 / π ² , 2φ ₀ / | lnφ ₀ | (1lnφ ₀ | + c) holds in number theory, the relationship between physical neutrons and protons from (Equation 12) The physical formula (Formula 13) for displaying the nuclear force is obtained. Since (Formula 13) is numerically satisfied, it can be considered that the nuclear force is an exchange force obtained by exchanging the internal dipole efficiency of the neutron and proton in the vertical and horizontal directions. From (Equation 13), the magnitude of the nuclear force in the number-theoretic representation is 4.0, which is about 487 times the Coulomb force acting on protons and electrons at the Bohr radius.

  By combining multiple prime magnetic fields, the best mode for generating permanent electric energy that generates resonant vibration of prime magnetic flux and gives work to the outside is arranged with multiple prime magnetic fields facing each other. What is necessary is just to arrange | position in the opposing position in the state which contacted two different types of metals.

  The permanent magnet used to form a plurality of prime magnetic fields preferably has the same shape, material, magnetic flux density and coercive force. The magnetization direction of the permanent magnet may be either the vertical direction or the horizontal direction.

The best mode for obtaining the action of a force that gives a permanent acceleration motion to a charged body or magnetic body by a prime magnetic field is to arrange a rotatable charging body or magnetic body rotating device in the prime magnetic field.
By the action of the resultant force of the centripetal force in the prime magnetic field and the force in the tangent vector direction of the curved surface, the charged body or the magnetic body rotates, and the rotational energy can be converted into permanent electric energy.

FIG. 1 is a graph in an angle display of φ (k) ² / f (k) = sinln · lnλ (k) · (lnλ (k) + c). For example, when λ ( ₀ ) = 7, ln · ln7 (ln7 + c) = 1.491
Since 1.591≈π / 2, sinπ / 2 = 1
When λ ( ₂₀ ) = 89, since ln · ln89 (ln89 + c) = 3.12, 3.12≈π, sinπ = 0, so the graph of FIG. 1 is obtained. When 0 ≦ φ (k) ² / f (k) ≦ 1, vibration from the vertical direction to the horizontal direction, and when −1 ≦ φ (k) ² / f (k) ≦ 0, the horizontal direction to the vertical direction Express vibration to

  FIG. 2 is a diagram in which two prime magnetic fields are arranged to face each other to generate a resonance vibration of a prime magnetic flux to obtain permanent electrical energy.

  FIG. 3 shows a permanent acceleration motion in a charged or magnetic body arranged in a prime magnetic field by the force of longitudinal and lateral vibrations of the resultant force of the centripetal force in the prime magnetic field and the force in the tangential direction of the curved surface. It is a figure which acquires the effect | action of the force which gives.

We think that the oscillation phenomenon of the prime magnetic flux in the prime magnetic field may be useful for the fabrication of high temperature superconductors. The prime magnetic flux when the structure in the minimal region of the prime magnetic field is a torus is lnλ ₀ (lnλ ₀ + c) = − 0.00037 from λ ₀ = 0.5618295.
This prime magnetic flux has a relationship of magnetic flux quantum (hc / e) and (prime magnetic flux) ² = 1/3 × flux quantum. Since the flux quantum is an important element for explaining the superconducting phenomenon, it can be considered that the superconducting phenomenon is a phenomenon caused by the vibration of the prime magnetic flux. In other words, the prime magnetic flux vibrates in the vertical and horizontal directions in the minimal region of the prime magnetic field, so that a Coulomb pair is generated, resulting in a superconducting phenomenon.
Replacing sinn · lnλ (k) · (lnλ (k) + c) in (Equation 4) with an exponential expression including an imaginary number and converting (Equation 4) into an equation of thermal equilibrium will omit details, but qualitatively and roughly The thermal equilibrium formula (Formula 14) is obtained.
When (ε−μ) of the superconducting material is calculated according to (Equation 14), the numerical value is very close to the energy gap value of the superconducting material at T = 0 ^° K.
(Equation 14) indicates that a substance with μ> ε is likely to be a high-temperature superconductor. High temperature superconductors can be used in various fields in industry.

FIG. 1 is a graph displaying the vibrations of the prime magnetic flux in the vertical and horizontal directions. FIG. 2 is a diagram in which two prime magnetic fields are arranged to face each other, and two kinds of metals having different ionization tendencies are arranged at the opposed positions. FIG. 3 is a diagram in which a charged body or a rotating body of a magnetic body is disposed in a prime magnetic field.

Explanation of symbols

1 Permanent magnet magnetized in the vertical direction 2 Non-magnetic material such as plastic 3 Metal plate (eg copper plate)
43 Metal plate with different ionization tendency (for example, aluminum plate)
5 Voltage 6 Rotating shaft 7 Rotating body of charged body or magnetic body

Claims (2)

The geometric structure and magnetic flux distribution, which are the characteristics of the magnetic field when the magnetic poles of a plurality of permanent magnets are brought into contact with or close to each other in terms of points, lines, or surfaces, are expressed by mathematical theorem formulas ( It has been proved by experiments based on the motion and distribution of ion particles that there is a relationship corresponding to the distribution state of the torus, the spherical structure, and the prime number bundle, which is a concept in prime number theory, in the mathematical space expressed by Equation (1).
By naming the magnetic field when the same magnetic poles of a plurality of permanent magnets are contacted or approached by points, lines, or planes as a prime magnetic field and the magnetic flux as a prime magnetic flux, the prime magnetic flux is expressed in the vertical and horizontal directions from (Equation 1). Since it is distributed and vibrates in the longitudinal and transverse directions according to the number formula (Equation 2), by combining a plurality of oscillating prime magnetic fields, resonance vibration of prime magnetic flux is generated, and the stationary permanent magnet A method of obtaining permanent electrical energy from a prime magnetic field.

In a prime magnetic field when the same magnetic poles of a plurality of permanent magnets are brought into contact with or close to each other by points, lines, and surfaces, the prime magnetic flux vibrates in the vertical and horizontal directions according to (Equation 2). By differentiating (Equation 2), a number theoretic equation (Equation 3) that expresses the force in the prime magnetic field is obtained. (Equation 3) is the generation of centripetal force and torus, tangential vector force on the sphere, and The resultant force also means the vibration in the vertical and horizontal directions. From the stationary permanent magnet, the charged permanent or magnetic body is given a permanent linear acceleration motion or rotational motion by the Lorentz principle, and the stationary permanent magnet To obtain a more permanent action than the prime magnetic field.

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