JP2019138147A - Space propulsion (mainly, pressure difference propulsion) and space stay (stay on stratosphere or the like) system or the like - Google Patents
Space propulsion (mainly, pressure difference propulsion) and space stay (stay on stratosphere or the like) system or the like Download PDFInfo
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- F—MECHANICAL ENGINEERING; LIGHTING; HEATING; WEAPONS; BLASTING
- F03—MACHINES OR ENGINES FOR LIQUIDS; WIND, SPRING, OR WEIGHT MOTORS; PRODUCING MECHANICAL POWER OR A REACTIVE PROPULSIVE THRUST, NOT OTHERWISE PROVIDED FOR
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Abstract
Description
本発明は、概して、航空宇宙関連機器類の推進技術云々に関するものである。 The present invention generally relates to propulsion techniques for aerospace related equipment.
従前よりの主たる宇宙推進技法としては、専ら、(外界と質量の交換をしない)閉じた系に、
外部からの力が加わらない限り、その閉鎖系の運動量の総和は、不変であるという運動量保存則に従って、概ね、ある系内から、(ロケット燃料等の)推進剤となるものを(外力と見なせるように)外部へ噴き出しつつ、その反動(反作用)により、推進力を得るものがほとんど、占め、別段、(外力によって作用されない)閉じた系に属する密閉空間(密閉容器)内での圧力差を応用した(燃焼ガスを外部へ噴出しない)推進機器にあっては、上述の通り、専ら、理論的な理由により、実用上、歴然と新規開発(有効活用)されていないのが現状である。
As the main space propulsion technique from the past, exclusively in a closed system (without exchanging mass with the outside world)
Unless the external force is applied, the total momentum of the closed system is almost constant according to the law of conservation of momentum that can be regarded as a propellant (such as rocket fuel) from outside the system. As a result, most of the propulsion force is obtained by the reaction (reaction) while being ejected to the outside, and the pressure difference in the enclosed space (sealed container) belonging to the closed system (not acted on by external force) is occupied. In the propulsion device that applied (does not inject the combustion gas to the outside), as described above, it has not been developed (effectively used) for practical reasons, and has been obviously not developed for practical reasons.
しか しながら、そもそも、かの閉じた系等に関する定義につき、よくよく考慮すれば、その系内に、何らかの流体・流動性の物質(水等)を含んでいるものでさえ含めて、運動量保存則を適用することなど出来ない。 However, in the first place, if you carefully consider the definition of such a closed system, even if it contains some fluid / fluid substance (water, etc.) in that system, it preserves momentum. The law cannot be applied.
なぜなら、それ自体、密閉容器内で静止している非圧縮性流体の1点で、(外部からの力による)圧力の増加があると、同流体内の全ての各点で(どの方向点でも)、同じ大きさの圧力の増加が見られるというパスカルの原理を理解すれば、ほぼ容易に判断できる。 Because, as such, when there is an increase in pressure (due to external force) at one point of an incompressible fluid that is stationary in a closed container, at every point in the fluid (at any direction point) ) It can be judged almost easily by understanding Pascal's principle that an increase in pressure of the same magnitude is observed.
要するに、運動量保存則に準じた(流体静力学上の)パスカルの原理が通用し得るのは、
さほど、(同保存則が通用しない外部からでなく、内部からの力による)圧力を加えられた流体自体 、あくまでも、静止状態の場合に限られ、以て、さしたる密閉容器内に、予め、適量の流動性物質を入れ、その流体中に、(自動操作・遠隔操作等で)系内の1点に力を加えても、同容器内の他(の複数)点の方へ、常に同じ強さの力が加わらなければならないという絶対的な道理などなく、従ってそれ故、さしたる流動中に、同上容器の両端云々にかかる(流体動力学上の)ベルヌーイの定理に準じた圧力(内圧)差を生じさせれば、いみじくも、(宇宙船体と見なせる)同容器・中空体自体、運動方程式・運動の第2法則に則って、(弱力・弱圧でなく)強力・強圧なる方向へ、難なく移動(推進・前進) し得ると云っても過言ではない。
In short, Pascal's principle (in terms of hydrostatics) according to the law of conservation of momentum can be applied.
The fluid itself that has been pressurized (due to the force from the inside, not from the outside where the same conservation law does not apply) is limited to a stationary state, so that an appropriate amount is stored in advance in the sealed container. Even if force is applied to one point in the system (by automatic operation, remote operation, etc.) in the fluid, the same strength is always applied to the other (multiple) points in the container. There is no absolute reason that the force must be applied, and therefore the pressure (internal pressure) difference according to Bernoulli's theorem (in terms of fluid dynamics) applied to both ends of the container during fluid flow. If this occurs, the vessel (hollow body) itself (which can be regarded as a spacecraft), in accordance with the second equation of motion and the second law of motion (instead of weak and weak pressure), in the direction of strong and strong pressure, without difficulty It is no exaggeration to say that it can move (promote / advance) .
@注:ベルヌーイの定理は、力学的エネルギー保存則に相当するものの、必ずしも、運動量保存則を前提としていないことに留意されたし。 @Note: It should be noted that Bernoulli's theorem corresponds to the law of conservation of mechanical energy, but does not necessarily assume the law of conservation of momentum.
{補記}
*運動の第1法則(既定の日本語意訳)。
すべての物体は、外部から力を加えられない限り、静止している物体は静止状態を続け、
運動している物体は等速直線運動を続ける。
*運動の第1法則(流体動力学等を考慮した)改訂版
すべての物体(その体内に、流動性物質を含む中空体を除く)は、外部から力を加えられない限り、静止している物体は静止状態を続け、運動している物体は等速直線運動を続ける。
{Supplementary note}
* The first law of movement (default Japanese translation).
All objects remain stationary unless force is applied from the outside,
The moving object continues constant linear motion.
* First law of motion (considering fluid dynamics, etc.) Revised version All objects (except for hollow bodies containing fluid substances in the body) are stationary unless external force is applied The object continues to stand still, and the moving object continues constant linear motion.
[The Supplement]
In a closed system (one that does not exchange any matter with its surroundings and is not acted on by external forces and does not allow certain types of transfers in or out of the system),
the total momentum is constant. (the momentum conservation law)
However, just inside a closed fluid system that does allow certain types of transfers
(such as transfer of mass and/or matter) in the closed system of a hollow type,
the total momentum is "variable". (the momentum non-conservation law)
So, Pascal's (first) law is defined as:
A change in pressure at any point in an enclosed fluid at rest is transmitted undiminished to all points in the fluid.
And Pascal's second law (or King O's principle) may be defined as:
A change in pressure at a point in an enclosed fluid not at rest is transmitted increasing (and/)or decreasing to any other point(s) in the fluid.
Therefore, the hollow body (as a spaceship body) in the closed fluid system must always move forward (or backward) in case of being able to cause pressure difference by the fluid at both ends (etc) of its body,
just considering Bernoulli's principle that does not necessarily base on the law of momentum conservation and that corresponds to the law of the conservation of energy yet.
[The Consequence]
An object of hollow structure (that does allow certain types of transfers in its body)
can be moved itself by an inner force (not an internal force in the action-reaction law)
resulting from internal pressure difference without external forces (from the outside of the body).
*King O's law of internal motion (by Kingo Ueuchi)
[The Supplement]
In a closed system (one that does not exchange any matter with its surroundings and is not acted on by external forces and does not allow certain types of transfers in or out of the system),
the total momentum is constant. (the momentum conservation law)
However, just inside a closed fluid system that does allow certain types of transfers
(such as transfer of mass and / or matter) in the closed system of a hollow type,
the total momentum is "variable". (the momentum non-conservation law)
So, Pascal's (first) law is defined as:
A change in pressure at any point in an enclosed fluid at rest is transmitted undiminished to all points in the fluid.
And Pascal's second law (or King O's principle) may be defined as:
A change in pressure at a point in an enclosed fluid not at rest is transmitted increasing (and /) or decreasing to any other point (s) in the fluid.
Therefore, the hollow body (as a spaceship body) in the closed fluid system must always move forward (or backward) in case of being able to cause pressure difference by the fluid at both ends (etc) of its body,
just considering Bernoulli's principle that does not necessarily base on the law of momentum conservation and that corresponds to the law of the conservation of energy yet.
[The Consequence]
An object of hollow structure (that does allow certain types of transfers in its body)
can be moved itself by an inner force (not an internal force in the action-reaction law)
resulting from internal pressure difference without external forces (from the outside of the body).
* King O's law of internal motion (by Kingo Ueuchi)
簡潔ながらも、以上の背景的な技能上の事由を踏まえ、さほど、閉鎖流体系に属する中空体内にかけて、当の圧力(内圧)差を生成させることができる数通りの独特的な方法を概ね、各請求項の通り、提示(列挙)した次第なり。 Although simple, in light of the above background technical reasons, there are several unique methods that can generate the pressure (internal pressure) difference in the hollow body belonging to the closed fluid system. As presented (enumerated) as per each claim.
従来通りの(爆発の危険性がある)ロケット推進上の既成概念(その限界的なる限定量のみの推進剤を後方又は下方の機体外へ噴き出さなければ、同体自体、決して、前進或いは上昇し得ない・・・などという固定観念)を打ち破り、専ら、既存の方法ではあり得ない(考えられない)ものなどを推進剤とし、しかもそれ等を絶やすことなく、いみじくも重複使用することにより、恰も、宇宙空間では、(夢の)超高速にも達し得る宇宙推進(圧力差推進)システム機器などを (運動 量保存則の云う) 閉じた系、否、閉鎖流体系に属する新宇宙機(推進モジュール)等にて、普く実現・実用化させる。 The conventional concept of rocket propulsion (has an explosion risk) as usual (if the limited and limited amount of propellant is not ejected from the rear or lower aircraft, the body itself will never move forward or rise. By defeating the fixed idea of "I can't get ...", and using propellants that are not possible (unthinkable), which are not possible with existing methods. In space, space propulsion (pressure difference propulsion) system equipment that can reach ultra-high speed (dream momentum conservation law) is a new spacecraft (propulsion) that belongs to a closed system, no, closed fluid system Module), etc., which are usually realized and put to practical use.
専ら、密閉容器内で静止している非圧縮性流体の1点で、圧力の増加があると、同流体内の全ての点で、同じ大きさの圧力の増加が見られるという(流体静力学上の)パスカルの原理を逆手に取り、別段、さしたる容器内(推進モジュールの一室内)に、静止状態でなく、運動状態の流動性物質(主に可燃性のない安全なもので、同容器付属のポンプ等の流体機械で作動する本推進剤用の代物)を入れ、いみじくも、その流体(気体又は液体或いはその混合体)の流動中に、同上容器の両端云々にかかる(流体動力学上の)ベルヌーイの定理(力学的エネルギー保存則に相当するものの、必ずしも、運動量保存則を前提としない原理)に準じた圧力(内圧)差を生じさせればよく、尚具体的に、その圧力差の生 成方法を云えば、ごく端的に言って、例えば、予め、何らかの流動性物質(主に水)を適量ほど、注入した密閉空間・中空体を付属の高圧水ポンプ等で(宇宙)推進させる場合、
勿論、後進力の原因となる、同体後方の壁面(内壁)に流水等が当たってしまうことを極力、阻止する為には、前もって、要所々々に、効果的な後進力阻止用
(後方壁面への流水遮断用)ウォーターバリアを(その発生に際しても、無論、本体自体に、後進力が掛からない手法により)築いた上で、さしたる中空体内にて、一方(前方)から、一方(後方)へ、効力のある水流など起こすことによって、同体内の前方にかかる強圧とさしたる有効的なウォーターバリアによって、それ相当、抑えられた、後方にかかる弱圧との圧力( 内圧)差により、推進させ(続け)るという、さほど、閉鎖流体系(ある閉じた系内に流体・流動性物質を有する中空体系)自体に、それ相当の圧力差による推力を効率よく生じさせればよい・・・・云々。
If there is an increase in pressure at one point of the incompressible fluid that is stationary in the closed container, an increase in pressure of the same magnitude is observed at all points in the fluid (hydrostatics Take the principle of Pascal on the other hand, and in a separate container (in the chamber of the propulsion module), in a stationary state, not in a stationary state, but in a moving state (mainly non-flammable and safe) The substitute for this propellant that is operated by a fluid machine such as an attached pump) is inserted, and at the same time, both ends of the same container are applied during the flow of the fluid (gas or liquid or mixture thereof) (in terms of fluid dynamics) Of pressure (internal pressure) according to Bernoulli's theorem (which is equivalent to the law of conservation of mechanical energy but does not necessarily assume the law of conservation of momentum), and more specifically, the pressure difference Speaking of how to generate So, for example, when propelling some fluid material (mainly water) in an appropriate amount, the enclosed space / hollow body injected (space) with the attached high-pressure water pump etc.
Of course, in order to prevent running water etc. from hitting the wall (inner wall) behind the same body, which causes reverse force as much as possible, effective reverse force prevention (rear wall A water barrier (for the occurrence of its occurrence, of course, using a method that does not apply reverse force to the main body itself), and from one (front) to one (rear) It is propelled by a difference in pressure (internal pressure) from the weak pressure applied to the rear, which is considerably suppressed by the effective water barrier, which is the strong pressure applied to the front of the body, by causing an effective water flow. (Continued) It is enough to efficiently generate a thrust due to a corresponding pressure difference in the closed fluid system itself (a hollow system having a fluid / fluid substance in a closed system) itself. Nothing.
尚、請求項7等に於いて、別段、本体にかかる垂直飛行力(上昇力)の増力用に応用しているヨットの原理上の「揚力」にかけては、通常の場合、物体と流体に相対速度がある時に発生する力(動的揚力) のみを指すものの、(前もって、静止状態の)本体に是を適用させる場合には、尚も物体が静止していても働く浮力(静的揚力)を指し示し、いみじくもその浮上効果をも、なお効果・効率的に採用すれば、実に、本推進体自体(全体)、それ相当の相乗効果が計れることなどを予め、 付け加えておく次第である。 In addition, in claim 7, etc., the “lift” in principle of the yacht applied to increase the vertical flying force (ascending force) applied to the main body is usually relative to the object and the fluid. Although it refers only to the force generated when there is speed (dynamic lift), when applying remedies to the main body (previously stationary), the buoyancy that works even when the object is still (static lift) However, if the floating effect is applied effectively and efficiently, the propulsion body itself (the whole) and its equivalent synergistic effect can be measured in advance.
本発明品が効果的に実用化されることにより、先ずは、宇宙空間上にかけて、
目下、主要な(高コストの)ロケット燃料など、要するまでもなく、
実に、有人等による惑星(又は恒星)間航行が可能となるのが第一の成果とも云え、
剰え、さしたる圧力差による推力(垂直飛行力)が、本体に相対して、少なくとも(多少たりとも) 推力重量比1を超えれば、たとえ、どんなに低速だろうが、地球からの大気圏脱出が相可能となるが故、ごく新たなる宇宙往還機器などとしても活用でき、
しかも、たとえ、当の推力重量比が1を超えなくても、それ自体、無重力の宇宙空間では、勿論、少なからず、効力がある為、
(主に低軌道上等の)宇宙エレベーター用カウンターウエイトの役目を果たせるなど、諸々の宇宙構造物の実現化をそれ相当、早めるものとも・・・・。
By effectively putting the product of the present invention into practical use, first, over space,
Needless to say, major (high cost) rocket fuels,
In fact, the first result is that manned people can navigate between planets (or stars),
If the thrust due to excess pressure (vertical flight force) exceeds at least (somewhat) thrust-weight ratio 1 relative to the main body, it is possible to escape from the atmosphere from the Earth, even though it is slow. Therefore, it can be used as a very new space return device,
Moreover, even if the thrust-to-weight ratio does not exceed 1, it is, of course, effective in the space of weightlessness.
It can be used as a counterweight for space elevators (mainly on low orbits), etc., which can accelerate the realization of various space structures.
総じて、本実用化により、専ら、危険性の高い(開発中の) 原子力推進等のロケットなどを要しない本格的な宇宙時代(安全な宇宙旅行等)が、まさしく到来すると云っても過言ではない(かも知れない)・・・・云々。 In general, it is no exaggeration to say that this commercialization will bring a full-fledged space age (safe space travel, etc.) that does not require high-risk (under development) nuclear propulsion rockets, etc. (Maybe ...)
追って、手続補正にて表記する。 Later, it will be described in the procedure amendment.
追って、手続補正にて表記する。 Later, it will be described in the procedure amendment.
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JP2016211148A JP2019138147A (en) | 2016-10-27 | 2016-10-27 | Space propulsion (mainly, pressure difference propulsion) and space stay (stay on stratosphere or the like) system or the like |
PCT/JP2017/039014 WO2018079754A1 (en) | 2016-10-27 | 2017-10-27 | Pressure (internal pressure) difference propulsion system |
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JP2016211148A JP2019138147A (en) | 2016-10-27 | 2016-10-27 | Space propulsion (mainly, pressure difference propulsion) and space stay (stay on stratosphere or the like) system or the like |
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DE112020003602T5 (en) | 2019-07-26 | 2022-04-14 | Denso Corporation | power supply system |
WO2023187934A1 (en) * | 2022-03-28 | 2023-10-05 | グレースマリー・ワールド株式会社 | Various propulsion (lift) systems using main water jet method and the like |
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JP2014080938A (en) * | 2012-10-17 | 2014-05-08 | Gracemarie World Corp | Space propulsion and endurance space (stratospheric endurance flight) system |
JP2016079918A (en) * | 2014-10-17 | 2016-05-16 | グレースマリー・ワールド株式会社 | Space propulsion system and space staying [space staying over stratospheric] system and the like |
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DE112020003602T5 (en) | 2019-07-26 | 2022-04-14 | Denso Corporation | power supply system |
WO2023187934A1 (en) * | 2022-03-28 | 2023-10-05 | グレースマリー・ワールド株式会社 | Various propulsion (lift) systems using main water jet method and the like |
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