November 2017
Intermediate to advanced
670 pages
14h 22m
English
The first-order coupled differential equations for waves in temperate inhomogeneous magnetoplasmas are well known [1]. The extension of this method for the case of waves in inhomogeneous warm magnetoplasmas is presented here. In this form, they are well suited for solution on a digital computer by the Runge–Kutta method. The plasma is assumed to be neutral and in equilibrium, and the motion of the ions is neglected. Taking , , p0, N0, and as the stationary values of the plasma which are given functions of position, and , , p1, N1, T1, and as the harmonic time-varying (eiωt) small ...
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