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外文期刊>Applied Physics Research
>Super-Elastic Double-Helix Model of Photon. Huygens-de Broglie Particle on the Helical Path Guided by the Newton-Bohm Entangled Helical Evolute. Quantum of Magnetic Flux Based on the Mathematical Beauty of Newton, Lorentz, Einstein, Dirac, Gell-Mann, Schw
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Super-Elastic Double-Helix Model of Photon. Huygens-de Broglie Particle on the Helical Path Guided by the Newton-Bohm Entangled Helical Evolute. Quantum of Magnetic Flux Based on the Mathematical Beauty of Newton, Lorentz, Einstein, Dirac, Gell-Mann, Schw
In our approach we have combined knowledge of Old Masters (working in this field before the year 1905), New Masters (working in this field after the year 1905) and Dissidents under the guidance of Louis de Broglie and David Bohm. In our model the photon is represented as the Huygens-de Broglies particle on the helical path (full wave) guided by the Newton-Bohm entangled evolute (empty wave). We have formulated the concept of the Super-Elastic Photon WAVE based on the Great Works of Weber, Abbe, Voigt and Einstein. This model works with the longitudinal elasticity of that WAVE that was already very well tested experimentally. Newly, we propose to test the elastic amplitude of this WAVE for the case of the Dopplers redshift, the Dopplers blueshift, and the Zwickys redshift. We have newly used the concept of the Lorentz force for the description of the photon acting force and the fermion reacting force. In this model the Lorentz factors and 3 do not describe the transverse mass of fermions and longitudinal mass of fermions but the reacting transverse force of fermions and the reacting longitudinal force of fermions. (The mass of photons and fermions does not change with their speed). It is very well-known that the cylindrical helix observed from different angles forms shadows in the Platos Cave as circle, sine, cosine, trochoid, cochleoid, hyperbolic spiral. Therefore, the resulting shape depends on the observer position in the Platos Cave-this is the famous Rashomon effect between observers. Based on the Newton-Bohm helical evolute and the Huygens-de Broglie helical path of the particle we have derived interesting formula known as the quantum of the magnetic flux. When we work further with this concept based on the Mathematical Beauty developed by Dirac, Gell-Mann, Schwinger, Polchinski, Witten and many others, we will obtain possible properties of the magnetic monopole. This photon quantum of the magnetic flux can be experimentally evaluated in the known tests with superconductors and micro-WAVES and infrared-WAVES. Can it be that Nature cleverly works with the magnetic monopole hidden in plain sight? We want to pass this concept into the hands of Readers of this Journal better educated in the Mathematics and Physics.
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机译：在我们的方法中，我们在Louis de Broglie和David Bohm的指导下，结合了旧大师（在1905年之前在这一领域工作），新大师（在1905年之后在这一领域工作）和异见人士的知识。在我们的模型中，光子被表示为由牛顿-鲍姆缠结的渐开线（空波）引导的螺旋路径（全波）上的惠更斯-德布罗格斯粒子。我们根据韦伯，阿贝，沃伊特和爱因斯坦的伟大著作提出了超弹性光子WAVE的概念。该模型与已经通过实验很好测试的WAVE的纵向弹性一起工作。最近，我们建议针对多普勒红移，多普勒蓝移和Zwickys红移的情况测试此WAVE的弹性幅度。我们在描述光子作用力和费米子反作用力时使用了洛伦兹力的新概念。在该模型中，洛伦兹因子和3不描述费米子的横向质量和费米子的纵向质量，而是费米子的反作用横向力和费米子的反作用纵向力。 （光子和费米子的质量不会随它们的速度而变化）。众所周知，从不同角度观察到的圆柱螺旋在柏拉图洞穴中形成阴影，如圆形，正弦，余弦，次摆线，耳蜗，双曲线螺旋。因此，最终的形状取决于观察者在柏拉图洞穴中的位置-这是观察者之间著名的罗生门效应。基于粒子的牛顿-鲍姆螺旋演化和惠更斯-德布罗意螺旋路径，我们得出了一个有趣的公式，即磁通量量子。当我们根据狄拉克（Dirac），盖尔曼（Gell-Mann），施温格（Singer），波钦斯基（Polchinski），维滕（Witten）等人开发的“数学之美”进一步运用这一概念时，我们将获得磁单极子的可能特性。磁通量的光子量子可以在超导体，微型WAVES和红外WAVES的已知测试中进行实验评估。大自然能否巧妙地将磁力单极子隐藏在清晰的视线中？我们希望将这一概念传递给在数学和物理方面受过良好教育的本杂志读者。
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