International Journal of Physics
ISSN (Print): 2333-4568 ISSN (Online): 2333-4576 Website: https://www.sciepub.com/journal/ijp Editor-in-chief: B.D. Indu
Open Access
Journal Browser
Go
International Journal of Physics. 2023, 11(3), 106-135
DOI: 10.12691/ijp-11-3-2
Open AccessArticle

Definition, Measurement and Calibration of Magnetic Field of Electromagnetic Wave – Correct the Defects of Maxwell’s Classical Electromagnetic Field Theory

Shuang-ren Zhao1,

1Mutualenergy.org, London, Canada

Pub. Date: June 09, 2023

Cite this paper:
Shuang-ren Zhao. Definition, Measurement and Calibration of Magnetic Field of Electromagnetic Wave – Correct the Defects of Maxwell’s Classical Electromagnetic Field Theory. International Journal of Physics. 2023; 11(3):106-135. doi: 10.12691/ijp-11-3-2

Abstract

The research shows that the theory of quasi-static electromagnetic field and the theory of radiated electromagnetic field satisfying Maxwell’s equation are two different systems. In these two systems, the definition formula of electric field and magnetic field is identical. The author found that the physical meaning of the definition of the electric field is the same. But the meaning of the definition of magnetic field is different. The author puts forward two new axioms of electromagnetic field theory, (1) N current elements should satisfy the law of conservation of energy. (2) The energy of electromagnetic radiation should not overflow the universe. The theory of quasi-static electromagnetic field can well satisfy these two laws. However, the theory of radiated electromagnetic field satisfying Maxwell’s equation does not satisfy these two electromagnetic field laws. These two electromagnetic field laws are self-evident. It is also related. As long as one is true, the other is also true. The conflict between the theory of satisfying Maxwell’s equation and these two laws shows that Maxwell’s electromagnetic theory has problems. The author first thought that maybe the electromagnetic wave is a wave of reactive power, that is, the electric field and magnetic field of the electromagnetic wave maintain a 90-degree phase difference. The average value of energy transmitted by this wave is 0. However, Maxwell’s equation does not support this kind of wave, so the author adds time reversal wave to Maxwell’s electromagnetic theory. The time reversal wave causes the reverse collapse of the electromagnetic wave. In this way, electromagnetic waves will not overflow the universe. The propagation of electromagnetic wave energy can be completed by mutual energy flow. The author believes that the mutual energy flow is photon. Recently, the author studied the energy flow transfer from the primary coil to the secondary coil of the transformer. Studying the energy flow transfer from the transmitting antenna to the receiving antenna, it is found that the electromagnetic wave should be reactive power, otherwise it is difficult to establish the physical model of the receiving electromagnetic wave. Therefore, the author began to replace the concept of reverse collapse of electromagnetic wave with reactive power electromagnetic wave. Recently, the author studied the measurement of magnetic field and found that the quasi-static magnetic field can be measured by ring current or straight wire. The values obtained by the two methods are identical. However, for the magnetic field of electromagnetic wave, the measurement with ring antenna and straight-wire antenna has different phases. If the correct method for measuring magnetic field should be straight-wire antenna rather than circular current antenna, then the definition of magnetic field of electromagnetic wave must be revised. The author revised the definition of magnetic field of electromagnetic wave. After the revision, the two laws of electromagnetic field proposed by the author were satisfied. ...

Keywords:
magnetic field electromagnetic wave photon energy flow Poynting transformer antenna reciprocity theorem mutual energy theorem energy conservation law universe

Creative CommonsThis work is licensed under a Creative Commons Attribution 4.0 International License. To view a copy of this license, visit http://creativecommons.org/licenses/by/4.0/

References:

[1]  Wheeler. J. A. and Feynman. R. P. Rev. Mod. Phys., 17: 157, 1945.
 
[2]  Wheeler. J. A. and Feynman. R. P. Rev. Mod. Phys., 21: 425, 1949.
 
[3]  J.R. Carson. Reciprocal theorems in radio communication. Proc. IRE, 17(6): 952, June 1929.
 
[4]  J.R. Carson. The reciprocal energy theorem. Bell Syst. Tech. Jour., 9: 325-331, April 1930.
 
[5]  John Cramer. The transactional interpretation of quantum mechanics. Reviews of Modern Physics, 58: 647-688, 1986.
 
[6]  John Cramer. An overview of the transactional interpretation. International Journal of Theoretical Physics, 27: 227, 1988.
 
[7]  Adrianus T. de Hoop. Time-domain reciprocity theorems for electromagnetic fields in dispersive media. Radio Science, 22(7): 1171-1178, December 1987.
 
[8]  A. D. Fokker. Zeitschrift fuer Physik, 58: 386, 1929.
 
[9]  Helge Frisvad, Jeppe Revall; Kragh. On ludvig lorenz and his 1890 treatise on light scattering by spheres. The European Physical Journal H, 44(2): 160, 2019.
 
[10]  F. E Neumann. Allgemeine gesetze der inducirten elektrischen stroeme. Annalen der Physik und Chemie (in German). Wiley. ISSN 0003-3804, 143(1): 31-44, 1846.
 
[11]  A K. T. Assis P. Graneau. Kirchhoff on the motion of electricity in conductors. Apeiron, 19: 19-25, 1994.
 
[12]  Hui Peng. Maxwell equations derived from coulomb law vs. maxwell-type gravity derived from newtons law. Iternational Journal of Physics, 9(1): 1-27, 2021.
 
[13]  J. H. Poynting. On the transfer of energy in the electromagnetic field. Philosophical Transactions of the Royal Society of London, 175:343-361, JANUARY 1884.
 
[14]  Shuang ren Zhao. The application of mutual energy theorem in expansion of radiation fields in spherical waves. ACTA Electronica Sinica, P.R. of China, 15(3): 88-93, 1987.
 
[15]  Shuang ren Zhao. A new interpretation of quantum physics: Mutual energy ow interpretation. American Journal of Modern Physics and Application, 4(3): 12-23, 2017.
 
[16]  Shuang ren Zhao. Photon can be described as the normalized mutual energy ow. Journal of Modern Physics, 11(5): 668-682, 2020.
 
[17]  Shuang ren Zhao. A solution for wave-particle duality using the mutual energy principle corresponding to schroedinger equation. Physics Tomorrow Letters, 2020.
 
[18]  Shuang ren Zhao. Huygens principle based on mutual energy ow theorem and the comparison to the path integral. Physics Tomorrow Letters, pages 09-06, JANUARY 2021.
 
[19]  Shuang ren Zhao. Solve the maxwell's equations and schrodinger's equation but avoiding the sommerfeld radiation condition. Theoretical Physics Letters, 10(5), 2022.
 
[20]  Shuang ren Zhao. Mutual stress ow theorem of electromagnetic field and extension of newton's third law. Theoretical Physics Letters, 10(7), 2022.
 
[21]  Shuang ren Zhao. The paradox that induced electric field has energy in maxwell theory of classical electromagnetic field is shown and solved. Iternational Journal of Physics, 10(4): 204-217, 2022.
 
[22]  Shuang ren Zhao. The contradictions in poynting theorem and classical electromagnetic field theory. International Journal of Physics, 10(5): 242-251, 2022.
 
[23]  Shuang ren Zhao. The theory of mutual energy ow proves that macroscopic electromagnetic waves are composed of photons. Iternational Journal of Physics, 10(5), 2022.
 
[24]  Shuang ren Zhao. Energy ow and photons from primary coil to secondary coil of transformer. 2022.
 
[25]  K. Schwarzschild. Nachr. ges. Wiss. Gottingen, pages 128,132, 1903.
 
[26]  Lawrence M. Stephenson. The relevance of advanced potential solutions of maxwell's equations for special and general relativity. Physics Essays, 13(1), 2000.
 
[27]  H. Tetrode. Zeitschrift fuer Physik, 10: 137, 1922.
 
[28]  W. J. Welch. Reciprocity theorems for electromagnetic fields whose time dependence is arbitrary. IRE trans. On Antennas and Propagation, 8(1): 68-73, January 1960.
 
[29]  J. P. Wesley. Weber electrodynamics, part i. general theory, stead current effects. Foundations of Physics Letters, 3: 443-469, 1990.
 
[30]  Shuangren Zhao. The simplification of formulas of electromagnetic fields by using mutual energy formula. Journal of Electronics, P.R. of China, 11(1): 73-77, January 1989.
 
[31]  Shuangren Zhao. The application of mutual energy formula in expansion of plane waves. Journal of Electronics, P. R. China, 11(2): 204-208, March 1989.
 
[32]  V.H. Rumsey, “A Short Way of Solving Advanced Problems in electromagnetic Fields and Other Linear Systems”, IEEE Transactions on antennas and Propagation 11, 1 (1963), pp. 73-86.
 
[33]  I.V. Petrusenko and Yu. K. Sirenko, “The Lost Second Lorentz Theorem in the Phasor Domain”, Telecommunications and Radio Engineering 68, 7 (2009), pp. 555-560.