Diffusion Solution of the Equation of Magnetic Induction in a Moving Medium


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Abstract

It is shown that there exist solutions for which the linear differential equations of physics are transformed into nonlinear equations. The corresponding diffusion Maxwellian solution of the equation of magnetic induction in a moving medium can be used to describe the emergence and subsequent evolution of the magnetic fields of the Earth, Sun, and other planets and stars. If the magnetic viscosity is complex, the evolution of the magnetic induction is cyclic, in which case the magnetic induction can change sign.

About the authors

V. V. Lasukov

National Research Tomsk Polytechnic University

Author for correspondence.
Email: lav_9@list.ru
Russian Federation, Tomsk

Kh. K. Malik

Indian Institute of Technology Delhi

Email: lav_9@list.ru
India, New Delhi

E. A. Moldovanova

National Research Tomsk Polytechnic University

Email: lav_9@list.ru
Russian Federation, Tomsk

M. O. Abdrashitova

National Research Tomsk Polytechnic University

Email: lav_9@list.ru
Russian Federation, Tomsk

E. S. Gorbacheva

National Research Tomsk Polytechnic University

Email: lav_9@list.ru
Russian Federation, Tomsk

S. V. Rozhkova

National Research Tomsk Polytechnic University

Email: lav_9@list.ru
Russian Federation, Tomsk

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