隐藏在 1800 年马尔斯写给朗克里特的信中的物理现实要素可以解决 EPR 悖论(马尔斯热致变色漏洞)

Jiří Stávek
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摘要

要从物理现实中发现一个可能解决爱因斯坦-波多尔斯基-罗森提出的 "超距作用"(即 EPR 悖论)的要素,是极其困难的。最近,人们在 1800 年马卢斯写给朗克里特的信中发现了一个非常有希望的候选要素。在这封信中,马卢斯(1808 年光偏振的发现者)将颜色模拟为光和 "热量 "的组成。用现代符号,我们可以将偏振光子的颜色和热量表述为笛卡尔颜色模型中由光子自旋轨道旋转引起的偏振光子的普通波面和特殊波面之比。激光光子穿过半波板,在那里获得颜色和 "热含量",然后在自发参量向下转换的过程中,产生两个纠缠光子。在爱丽丝和鲍勃的褶色偏振器中,纠缠的彩色光子各自改变了它们的颜色和 "热含量"。Pleochroism 源自希腊语 πλÅLεω (pléon) 和 χρωμα (khrôma),意思是 "更多的颜色",在地质分析中描述了颜色变化对偏振器、分析器和样品方向的依赖性。爱丽丝偏振镜和鲍勃偏振镜中这种独立的局部颜色变化可用哈弗辛和哈弗余弦公式进行数学描述。哈弗余弦描述了粒子保持在同一纬度的概率。哈弗正弦描述了粒子停留在同一经度上的概率。在这个模型中,"远距离幽灵作用 "被解释为纠缠光子的 "局部褶皱"。在 "赫歇尔式 "实验中,偏振光子根据其 "热量 "含量加热温度计,从而进一步检验了这一模型。贝尔四态从数学上描述了两个粒子的纠缠,但没有基于局部褶皱的物理解释。
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The Element of Physical Reality Hidden in the Letter of Malus to Lancret in 1800 can Solve the EPR Paradox (Malus Thermochromatic Loophole)
It is extremely difficult to discover an element of physical reality that might solve the “spooky action at a distance” formulated by Einstein-Podolsky-Rosen known as the EPR paradox. One very promising candidate was recently discovered in the letter of Malus addressed to Lancret in 1800. In this letter Malus (the discoverer of the polarization of light in 1808) modelled color as the composition of light and “caloric”. In the modern notation we can formulate the color and heat of polarized photons as the ratio of the ordinary and extraordinary wavefronts of that polarized photon in the Descartes’ model of colors caused by the rotation of spin-orbit of photons. Laser photons pass through the half waveplate where they get color and “heat content”, and then in the process of the spontaneous parametric down conversion, they create two entangled photons. In the pleochroic polarizers of Alice and Bob entangled colored photons modify individually their colors and their “heat content”. Pleochroism from Greek words πλÅLεω (pléon) and χρωμα (khrôma) means “more colors” and in the geological analysis describes dependence of color variation on the orientations of polarizer, analyzer, and the sample. This independent local color change in Alice and Bob polarizers can be mathematically described by the haversine and havercosine formulae. The havercosine describes the probability of a particle to stay on the same latitude. The haversine describes the probability of a particle to stay on the same longitude. In this model the “spooky action at a distance” is interpreted as the “local pleochroism” of entangled photons. This model can be further tested in the “Herschel-type” experiments where the polarized photons heat thermometers in the dependence of their “caloric” content. Bell four states mathematically describe the entanglement of two particles but without the physical interpretation based on the local pleochroism.
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