Conditions of reduction to the canonical form a system of equations electrodynamic approximation in the processes of interaction solar radiation with the mediums
Keywords:
solar radiation, the Maxwell's equations system, canonical forms
Abstract
In this article, we considered conditions of reduction to Maxwell's equations system, which is the base model of interaction of solar radiation to the canonical form, and may take the form of parabolic type equations (for leading media), hyperbolic type (for dielectrics) or mixed type (for non-ideal dielectrics).
Author Biographies
V. Reztsov, Institute of Renewable Energy, NAS of Ukraine
T. Surzhyk, Institute of Renewable Energy, NAS of Ukraine
References
1. Ritov S.M. Theory of electrical fluctuations and thermal radiation // Moscow: Publishing House of the USSR Academy of Sciences, 1953. - 232 p.
2. Boren K., Hafmen D. Absorption and Scattering of Light by Small Particles // Moscow: Mir, 1986. - 660p.
3. Korn G., Korn T. Reference book in mathematics (for scientists and engineers) / translation from English. I.G. Aramanovicha, A. M. Berezmana, I. A. Weinstein, L.Z. Rumshiskii, L.Y. Tslafa, under the general editorship I.G. Aramanovicha. - Moscow: Publishing House "Science", 1973. - 832 p.
2. Boren K., Hafmen D. Absorption and Scattering of Light by Small Particles // Moscow: Mir, 1986. - 660p.
3. Korn G., Korn T. Reference book in mathematics (for scientists and engineers) / translation from English. I.G. Aramanovicha, A. M. Berezmana, I. A. Weinstein, L.Z. Rumshiskii, L.Y. Tslafa, under the general editorship I.G. Aramanovicha. - Moscow: Publishing House "Science", 1973. - 832 p.
Published
2016-12-14
How to Cite
Reztsov, V., Surzhyk, T., & Shchokina, V. (2016). Conditions of reduction to the canonical form a system of equations electrodynamic approximation in the processes of interaction solar radiation with the mediums. Renewable and Hydrogen Energy , (4 (47), 42-47. Retrieved from https://ve.org.ua/index.php/journal/article/view/105
Section
Solar Energy
This work is licensed under a Creative Commons Attribution 4.0 International License.
