In this paper we present an invariant formulation of special relativity, i.e., the ''true transformations relativity.'' It deals either with true tensor quantities (when no basis has been introduced) or equivalently with coordinate- based geometric quantities comprising both components and a basis (when some basis has been introduced). It is shown that this invariant formulation, in which special relativity is understood as the theory of a four-dimensional spacetime with the pseudo-Euclidean geometry, completely explains the results of the Michelson-Morley experiment. Two noncovariant approaches to the analysis of the Michelson-Morley experiment are discussed; the coventional one in which only the path lengths (optical or geometrical) are considered, and Driscoll's approach (R.B. Driscoll, Phys. Essays \QTR{bf}{10,}394 (1997)), in which the increment of phase is determined not only by the segment of geometric path length, but also by the wavelength in that segment. Because these analyses belong to the ''apparent transformations relativity,'' they do not agree with the results of the Michelson-Morley experiment.
Proposal of Michelson-Morley experiment via single photon interferometer: Interpretation of Michelson-Morley experimental results using de Broglie-Bohm picture
After an overview of various citations relevant in the context of photon propagation, the relativistic Doppler effect and the addition theorem of velocities are first derived taking into account momentum and energy conservation. Clocks and the aberration of light are treated next, before the lengths of rods and the Lorentz transformations are discussed. The Michelson-Morley experiment is described at rest and in motion with respect to a preferred aether system, first under the assumption of an operation in vacuum. It is concluded that the aether concept is fully consistent with the formal appl…
The so-called principle of relativity is able to fix a general coordinate transformation which differs from the standard Lorentzian form only by an unknown speed which cannot in principle be identified with the light speed. Based on a reanalysis of the Michelson-Morley experiment using this extended transformation we show that such unknown speed is analytically determined regardless of the Maxwell equations and conceptual issues related to synchronization procedures, time and causality definitions. Such a result demonstrates in a pedagogical manner that the constancy of the speed of light does…
Proposal for combined use of parallax and lunar laser ranging for Michelson-Morley experimentation
地面上进行的迈克尔逊-莫雷实验的无效发现对确定哪种物理理论最适合现实具有影响力。在这里，我们建议使用视差和测距技术的距离测量迈克尔逊-莫雷型实验在天文尺度上，阐述与地球-月球系统。一个动机是绕过任何假设的地球束缚介质，作为对早期无效发现的解释。当考虑太阳系相对于宇宙微波背景的370 kms-1运动时，接收器速度的较大值和较长的距离为洛伦兹动力学变换和伽利略-牛顿动力学变换之间的对抗奠定了基础。双向测距时间携带着光的动力学变换信息，因此，通过测距测量的距离与视差测量的距离的比较，几何方法可以揭示光的动力学行为的假设的正确性。不受370 kms-1速度影响的双向测距时间表明零结果，进一步支持爱因斯坦的相对论，而受这一速度影响的测距时间表明非零结果，将表现为测距距离普遍增加，超过实际的月球几何距离，在RA 11 h 11.649 m和23 h 11.649 m坐标方向上可达500米。
Re-Analysis of Michelson-Morley Experiments Reveals Agreement with COBE Cosmic Background Radiation Preferred Frame so Impacting on Interpretation of General Relativity
The Roland De Witte 1991 Detection of Absolute Motion and Gravitational Waves
1991年，Roland De Witte在布鲁塞尔进行了一项实验，记录了178天内射频波通过同轴电缆的单向速度变化。这个实验的数据表明，德威特已经探测到了地球在太空中的绝对运动，从1887年的迈克耳孙-莫雷实验开始，他已经进行了六次实验。他的结果与Miller 1925/26在加利福尼亚州威尔逊山山顶上使用气体模式迈克耳孙干涉仪探测绝对运动的大量数据非常一致。德威特的数据揭示了气流中的湍流，相当于引力波的探测。米勒、托尔和科伦在他们的同轴电缆实验中也观察到了类似的效应。在这里，我们汇集了已知的德威特实验。
