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Electromagnetic field equation and field wave equation

Xianzhao Zhong

Open publisher page 4 citations

Abstract

Starting from the Gauss field equation, the author of this paper sets up a group of electromagnetic field functions and a continuity equation which depicts the electric and magnetic fields. This group of equations is in perfect conformity with the Maxwell equation. By using these function groups we derived another group of wave equation of the free electromagnetic field, in which the wave amplitude is the function of frequency ! and wave number k.

About this research paper

What this paper is about

Starting from the Gauss field equation, the author of this paper sets up a group of electromagnetic field functions and a continuity equation which depicts the electric and magnetic fields. This group of equations is in perfect conformity with the Maxwell equation. By using these function groups we derived another group of wave equation of the free electromagnetic field, in which the wave amplitude is the function of frequency ! and wave number k.

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OpenAlex reports 4 citations for this work. Citation counts describe recorded attention and do not establish research quality.

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Available abstract

Starting from the Gauss field equation, the author of this paper sets up a group of electromagnetic field functions and a continuity equation which depicts the electric and magnetic fields. This group of equations is in perfect conformity with the Maxwell equation. By using these function groups we derived another group of wave equation of the free electromagnetic field, in which the wave amplitude is the function of frequency ! and wave number k.

Key concepts: Electromagnetic wave equation, Electromagnetic field, Optical field, Wave equation, Physics, Sinusoidal plane-wave solutions of the electromagnetic wave equation, Electric-field integral equation, Inhomogeneous electromagnetic wave equation

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