Journal of Physics & Astronomy

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A Theoretical Assay on the Quantization of the Waves of Electromagnetic Waves Based on Logarithmic Analysis


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1 Boise State University, Biology Department,1910, University Drive Boise ID 83725, United States
 

Electromagnetic waves (EMWs) are defined by two laws, the Planck law E=hv and an authorless law λv=c. Planck law was the basis and the start of the quantum era, that EMW energy is quantized in a way it can be delivered by a small amount called h . This leaves the wavelength in an ambiguous status. It is my opinion that the second law can be expressed in a logarithmic way. This mathematical interpretation, never been us ed before, is the basis of EMW λ quantization. Every frequency v of an EMW is associated with a specific λ . This way EMW are quantized in their energy and wavelength. Other waves in nature like water, sound and seismic are not quantized at all.
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  • Zee A. On Gravity, a brief tour of a weighty subject. ISBN 978-0-691-17438-9.2018: p27

  • Alileche A. A theoretical assay on the similarity of light refraction and the Compton effect. J Phys. Astron. Submitted; 2022


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  • A Theoretical Assay on the Quantization of the Waves of Electromagnetic Waves Based on Logarithmic Analysis

Abstract Views: 146  |  PDF Views: 0

Authors

Abdelkrim Alileche
Boise State University, Biology Department,1910, University Drive Boise ID 83725, United States

Abstract


Electromagnetic waves (EMWs) are defined by two laws, the Planck law E=hv and an authorless law λv=c. Planck law was the basis and the start of the quantum era, that EMW energy is quantized in a way it can be delivered by a small amount called h . This leaves the wavelength in an ambiguous status. It is my opinion that the second law can be expressed in a logarithmic way. This mathematical interpretation, never been us ed before, is the basis of EMW λ quantization. Every frequency v of an EMW is associated with a specific λ . This way EMW are quantized in their energy and wavelength. Other waves in nature like water, sound and seismic are not quantized at all.

References