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Study on the Physical Basis of Wave-Particle Duality: Modelling the Vacuum as a Continuous Mechanical Medium

机译:波粒二象性的物理基础研究:将真空建模为连续的机械介质

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One great surprise discovered in modern physics is that all elementary particles exhibit the property of wave-particle duality. We investigated this problem recently and found a simple way to explain this puzzle. We proposed that all particles, including massless particles such as photon and massive particles such as electron, can be treated as excitation waves in the vacuum, which behaves like a physical medium. Using such a model, the phenomenon of wave-particle duality can be explained naturally. The key question now is to find out what kind of physical properties this vacuum medium may have. In this paper, we investigate if the vacuum can be modeled as an elastic solid or a dielectric medium as envisioned in the Maxwell theory of electricity and magnetism. We show that a similar form of wave equation can be derived in three cases: (1) By modelling the vacuum medium as an elastic solid; (2) By constructing a simple Lagrangian density that is a 3-D extension of a stretched string or a vibrating membrane; (3) By assuming that the vacuum is a dielectric medium, from which the wave equation can be derived directly from Maxwell’s equations. Similarity between results of these three systems suggests that the vacuum can be modelled as a mechanical continuum, and the excitation wave in the vacuum behaves like some of the excitation waves in a physical medium.
机译:现代物理学中发现的一个重大惊喜是,所有基本粒子都具有波粒对偶性。我们最近调查了这个问题,并找到了一种解释这个难题的简单方法。我们提出,所有粒子,包括无质量粒子(例如光子)和大质量粒子(例如电子),都可以在真空中被视为激发波,其行为类似于物理介质。使用这样的模型,可以自然地解释波粒对偶现象。现在的关键问题是找出这种真空介质可能具有的物理性质。在本文中,我们研究了真空可以按照麦克斯韦电和磁理论中的设想,被建模为弹性固体还是介电介质。我们表明,在三种情况下可以得出相似形式的波动方程:(1)通过将真空介质建模为弹性固体; (2)通过构造简单的拉格朗日密度,该密度是拉伸弦或振动膜的3-D延伸; (3)假设真空是一种介电介质,则可以直接从麦克斯韦方程中导出波动方程。这三个系统的结果之间的相似性表明,可以将真空建模为机械连续体,并且真空中的激发波的行为类似于物理介质中的某些激发波。

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