Gravitational and electromagnetic properties of almost standing fields

Elbaz, C

doi:10.3934/dcdsb.2012.17.835

Cited by 3 publications

(2 citation statements)

References 7 publications

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“…Since gravity is not directly involved, the velocity of light in vacuum c, is admitted as constant (Elbaz, 2012). We summarize some equations deduced from Einstein"s program, in order to show how they are related to the main equations of double slit experiment, otherwise widely documented.…”

Section: The Einstein's Programmentioning

confidence: 99%

“…In one hand, the velocity of light in vacuum is admitted as a "pure", or primary, fundamental constant in experimental physics, with its numerical value strictly fixed. In another hand, the standard for measures of time is based on the period an electromagnetic wave frequency ( Dimarcq, 2013) In previous articles (Elbaz, 2012(Elbaz, -2015, we showed how the Einstein"s program forms a consistent system, beside the standard model, for the universe description. It allows us to complete the universe grasp, like both eyes give us access to tridimensional vision, or both ears to stereophonic audition.…”

Section: Introductionmentioning

confidence: 99%

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On Einstein’s Program and Quantum Double Slit Experiment

Elbaz¹

2016

SET

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The Einstein’s program enables a theoretical economy for quantum double slit experiment, in its wave-particle duality behavior, with the unification of first and second quantifications for light and matter. It introduces a space-like amplitude function u(r,t), which completes the usual time-like functions ψ(r,t) of quantum mechanics and quantum fields. The Einstein’s program is founded upon a scalar field propagating at speed of light c. It forms a common relativist framework, for classical and quantum properties of matter and interactions. Matter properties derive from standing waves, and interactions from progressive waves. The classical domain arises in the geometrical optics approximation, when frequencies are infinitely high, and then hidden. The quantum domain corresponds to wave optics approximation. Adiabatic variations of frequencies yield electromagnetic interaction and dynamical laws of energy-momentum conservation and least action principle.

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Section: The Einstein's Programmentioning

confidence: 99%

Section: Introductionmentioning

confidence: 99%

On Einstein’s Program and Quantum Double Slit Experiment

Elbaz¹

2016

SET

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Wave-Particle Duality in Einstein-de Broglie Programs

Elbaz¹

2014

JMP

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The standard model of particle physics forms a consistent system for universe description. After following quantum mechanics, it derives particles from relativistic quantum fields. Since it does not include gravitation, it describes only one aspect of the universe. In extension of general relativity, Einstein had proposed a symmetrical and complementary approach of physics. In his program, he privileged a relativist field based on representations for physical phenomena, before a precise mathematical description. It allows completing and unifying the universe description, like both eyes for relief vision, and both ears for stereophonic audition. We propose to show it with many simple examples.

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On Einstein’s Program and Quantum Mechanics

Elbaz¹

2015

APR

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<p class="1Body">The Einstein’s program forms a consistent system for universe description, beside the standard model of particles. It is founded upon a scalar field propagating at speed of light c, which constitutes a common relativist framework for classical and quantum properties of matter and interactions. Matter corresponds to standing waves. Classical domain corresponds to geometrical optics approximation, when frequencies are infinitely high, and then hidden. Quantum domain corresponds to wave optics approximation. Adiabatic variations of frequencies yield electromagnetic interaction. They lead also to Classical and Quantum Mechanics equations, with unification of first and second quantifications for interactions and matter, and to the wave-particle duality, by space reduction of the introduced space-like amplitude function u(r,t), which completes the usual time-like function ψ(r,t).</p>

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Gravitational and electromagnetic properties of almost standing fields

Cited by 3 publications

References 7 publications

On Einstein’s Program and Quantum Double Slit Experiment

On Einstein’s Program and Quantum Double Slit Experiment

Wave-Particle Duality in Einstein-de Broglie Programs

On Einstein’s Program and Quantum Mechanics

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