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Classical Derivation of Auxiliary Lorentz Transforms: Their Relations with Special Relativity

机译:洛伦兹辅助变换的经典推导:它们与狭义相对论的关系

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In this paper we have given a direct deduction of the auxiliary Lorentz transforms from the consideration of Maxwell. In the Maxwell’s theory, if c is considered to be the speed of light in ether space, his equations should be affected on the surface of the moving earth. But curiously, all electromagnetic phenomena as measured on the surface of the moving earth are independent of the movement of this planet. To dissolve this problem, Einstein (1905) assumes that Maxwell’s equations are invariant to all measurers in steady motion which acts as the foundation of Special Relativity. This assumption of Einstein is possible when all four auxiliary Lorentz transforms are real. There is not a single proof that could properly justify Einstein’s assumption. On the contrary it is now known that classical electrodynamics could easily explain all relativistic phenomena rationally.
机译:在本文中,我们从麦克斯韦的考虑中直接推导了辅助洛伦兹变换。在麦克斯韦的理论中,如果将c视为以太空间中的光速,则其方程应在运动的地球表面上受到影响。但奇怪的是,在运动的地球表面上测量的所有电磁现象均与该行星的运动无关。为了解决这个问题,爱因斯坦(1905)假设麦克斯韦方程组对所有处于稳定运动中的测量者都是不变的,这是狭义相对论的基础。当所有四个辅助洛伦兹变换都是实数时,爱因斯坦的这种假设是可能的。没有单一的证据可以正确证明爱因斯坦的假设。相反,现在知道古典电动力学可以很容易地理性地解释所有相对论现象。

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