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AUTHOR(S): Yevgen V. Chesnokov, Ivan V. Kazachkov
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TITLE Mathematical Modelling for Electromagnetic Fields Equally Polarized in Four Directions |
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ABSTRACT There are neither longitudinal nor transverse (globally) waves, because the wave front can change its direction and what was longitudinal will become transverse after turning. Therefore, we pass from a globally transverse EM field to fields equally polarized in four directions: longitudinal, two transverse and "temporal". What is significantly new in the model: there is no scalar potential; instead of a light cone, there is an ellipsoid, which at v ≥ c turns into a two-cavity hyperboloid (as with the trajectories of celestial bodies in classical mechanics: closed elliptical orbits at the second cosmic velocity ~ 11.2 km/s turned into open hyperbolic ones). |
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KEYWORDS EM fields, equally polarized, four directions, Longitudinal EM wave, Mathematical modelling |
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Cite this paper Yevgen V. Chesnokov, Ivan V. Kazachkov. (2025) Mathematical Modelling for Electromagnetic Fields Equally Polarized in Four Directions. Journal of Electromagnetics, 8, 21-28 |
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