The Search for the Origin of the Quantum Conditions under the Paradigm of Absolute Space

S. V. Weber, A. Eye
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Abstract

This study deals with the physical (not the mathematical) origin of the quantum conditions. The assumption of an absolute space together with the speed of 369.5 km/s of the sun leads to cycloidal or helical orbits of the electron around the proton. This kind of orbits is a previously unnoticed fact and not compatible with the model of a closed circular standing wave. It is the aim of this study to search for alternative models. The Alternating Field model (AFM) assumes the existence of alternating fields for both the proton and the electron. The Higgs-field provides the energy requirements. By Puthoff’s effect, adapted for the electrostatic field, the electron changes its Compton frequency according to its position in the field. The interference of the alternating fields of the proton and the electron causes beats that are integer multiples of the orbital frequencies when the electron moves on Bohr’s orbits. Important results of this study are: The electrostatic Schwarzschild-radius is exactly half the value of the classical electron radius.  Bohr’s first three principal quantum numbers, 1, 2, 3, are reproduced as 1.000052, 2.000214, and 3.000685. A two-dimensional simulation shows that the AFM causes orbits with ribbon shape. A formula, using only the orbital frequencies of the two innermost circular orbits, can predict the shortest wavelength of the Lyman series. The AFM is still incomplete. E.g., it does not prevent illegal orbits, but only indicates them. Also, the AFM does not use the magnetic core field of the proton. On the other hand, the model has produced results showing that Newton’s absolute space and the QM are compatible.
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在绝对空间范式下探寻量子条件的起源
本研究涉及量子条件的物理(而非数学)起源。绝对空间的假设和太阳每秒 369.5 公里的速度导致电子围绕质子的摆线或螺旋轨道。这种轨道是以前未曾注意到的事实,与封闭的圆形驻波模型不符。本研究的目的就是寻找替代模型。交变场模型(AFM)假设质子和电子都存在交变场。希格斯场提供了能量需求。根据适用于静电场的普索夫效应,电子会根据其在场内的位置改变康普顿频率。当电子在玻尔轨道上运动时,质子和电子交变场的干涉会导致轨道频率整数倍的节拍:静电施瓦兹希尔德半径正好是经典电子半径的一半。 玻尔的前三个主量子数 1、2、3 分别重现为 1.000052、2.000214 和 3.000685。二维模拟显示,原子力显微镜可产生带状轨道。仅使用最内侧两个圆形轨道的轨道频率,就能预测莱曼序列的最短波长。例如,它并不能阻止非法轨道的出现,而只能指出它们。此外,AFM 也没有使用质子的磁核场。另一方面,该模型得出的结果表明,牛顿的绝对空间和QM是兼容的。
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