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首页> 外文期刊>Hadronic Journal >GALILEI INVARIANT ELECTRODYNAMICS AND QUANTUM MECHANICS RELATIVE TO THE COSMIC AETHER FRAME
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GALILEI INVARIANT ELECTRODYNAMICS AND QUANTUM MECHANICS RELATIVE TO THE COSMIC AETHER FRAME

机译：GALILEI与宇宙埃特框架有关的不变电动力学和量子力学

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摘要

The field equations of Galilei (G) invariant electrodynamics (ED) and quantum mechanics (QM) are derived and discussed with regard to aether effects. The orthodox Lorentz (L) covariant ED (Maxwell) and QM (Dirac) are shown (i) to hold in the cosmic aether rest frame S° (identified by its isotropic 2.7K microwave background) and (ii) to follow in the limit w→0 (which exists in S°) from the G-invariant ED and QM for arbitrary inertial frames (IF) 5(w) relative to the cosmic rest frame S° (u=-w=velocity of S relative to S°, w=aether velocity in S). The G-invariant (i) Schroedinger wave equation and (ii) the hydrodynamic equations of QM, in electromagnetic potentials, are derived and discussed for arbitrary IFs S(w) with aether flow, too. Material systems are shown to physically interact with the aether when they move relative to the aether (S°) with a velocity v°=v-w=v'-w' = ...,≠0 = G-inv (or with a velocity v=w in S, v'=w' in S',...). The most important G-invariants are given and illustrated in applications. By means of the hydro-dynamic equations of QM it is shown that H-like atoms exist in which the electrons are in nonrotating (nonradiating) static states. The numerous paradoxes and contradictions of L-covariant theory relative to the observers in IFs S ≠ S° are shown not to exist in G-invariant physics relative to S°. Several references are given in which all crucial experiments are explained by means of G-invariant ED. This research is of particular significance for experimenters interested in measuring aether effects in ED and QM.
机译：推导并讨论了关于以太效应的伽利略（G）不变电动力学（ED）和量子力学（QM）的场方程。显示正统的Lorentz（L）协变量ED（Maxwell）和QM（Dirac）（i）保持在宇宙以太静止帧S°中（由其各向同性的2.7K微波背景确定），并且（ii）遵循极限对于相对于宇宙静止帧S°的任意惯性帧（IF）5（w），从G不变ED和QM出发，w→0（在S°中存在）（u = -w = S相对于S°的速度，w =以太的速度S）。对于具有醚流的任意IF S（w），还导出并讨论了电磁势中的G不变量（i）Schroedinger波方程和（ii）QM流体力学方程。当物质系统以速度v°= vw = v'-w'= ...，≠0 = G-inv（或速度）相对于以太醚（S°）移动时，它们与以太物理相互作用在S中为v = w，在S'中为v'= w'，...）。在应用程序中给出并说明了最重要的G不变量。通过QM的流体动力学方程，表明存在H类原子，其中电子处于非旋转（非辐射）静态。 L协变理论相对于IF中观察者的众多悖论和矛盾在S≠S°中被证明在G不变物理学中相对于S°不存在。给出了一些参考文献，其中所有关键实验均通过G不变ED进行了解释。这项研究对于有兴趣测量ED和QM中以太效应的实验者特别重要。

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    《Hadronic Journal》 |2009年第1期|1-33|共33页
  • 作者

    H. E. Wilhelm;

  • 作者单位

    Institute for Basic Research Palm Harbor, FL 34682- 1577, USA 1218 Broadway, Thermopoiis, WY 82443, U.S.A.;

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