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Physical Interpretation of the Mathematical Consequence of Lorentz' Transformations

机译:洛伦兹数学后果的物理解释   转换

摘要

A physical interpretation of the mathematical consequence of Lorentztransformation within spatial relativity theory is presented as a result of mynew physical model of existent fluctuating vacuum (FlcVcm). It is assumed thatthe FlcVcm is considered as a molecular dielectric, which consists from neutraldynamides, streamlined in a close-packed crystalline lattice. Every dynamide isa neutral pair, consistent by two massless opposite point-like elementaryelectric charges (ElmElcChrgs): electrino (-) and positrino (+). In a frozenequilibrium position two contrary pont-like ElmElcChrgs within every onedynamide are very closely installed one to another and therefore the aggregatepolarization of every dynamide and its electric field also have zero values.The aggregate electric field of every dynamide polarizes nearest neighborsdynamides in an account of which nearest dynamides interact between them-self,because of which their elementary excitations, phonons and photons, have a wavecharacter and behaviors. We suppose that the photon is an polarization resultof the phonon within the fluctuating vacuum considered as an ideal dielectricand therefore the photon could be considered as an elementary collectiveexcitation of the FlcVcm in the form of a solitary needle cylindrical harmonicoscillation. Hence the light, which is a packet of the photons, must movewithin FlcVcm with constant velocity and Dopler effect must be observed in bothcases, for the light and sound. Then all mathematical results of Lorentztransformation could be considered as results of a demand of an independence ofthe observation results from the reactive velocity of the observation frame.
机译:由于存在波动真空(FlcVcm)的新物理模型,提出了在空间相对论中对洛伦兹变换的数学结果的物理解释。假定FlcVcm被认为是分子电介质,它由中性二酰胺组成,流线型排列成紧密堆积的晶格。每个二酰胺都是中性对,由两个无质量的相反的点状基本电荷(ElmElcChrgs)保持一致:电子(-)和正电子(+)。在冷冻平衡位置,每个onedynamide中的两个相反的类似pont状的ElmElcChrg彼此非常紧密地安装在一起,因此每个dynamide的聚集极化及其电场也为零值。由于哪种最接近的二酰胺与它们自身之间相互作用,因此它们的基本激发,声子和光子具有波动特性和行为。我们假设光子是在波动真空中声子的极化结果,被认为是理想的电介质,因此,光子可以看作是FlcVcm的基本集体激发,形式为孤针圆柱谐波振荡。因此,作为光子包的光必须在FlcVcm内以恒定速度移动,并且在两种情况下都必须观察到多普勒效应,即光和声。然后,可以将所有洛伦兹变换的数学结果视为对观测结果与观测框架的反应速度无关的要求的结果。

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  • 作者

    Rangelov, Josiph Mladenov;

  • 作者单位
  • 年度 2002
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  • 原文格式 PDF
  • 正文语种 {"code":"en","name":"English","id":9}
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