Titlebook: Reviews of Plasma Physics / Voprosy Teorii Plazmy / Вопросы Теории Плазмы; M. A. Leontovich Book 1980 Springer Science+Business Media New

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K. V. Brushlinskii,A. I. Morozovrential equations. Aristotle’s restriction of the rational to the finite was challenged, so that finitude (as Pascal complained) suddenly found itself located between the infinitely small and the infinitely large. Moreover, the notion of geometric figure metamorphosed into that of a more generalized

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0080-2050 n Leontovich for kindly providing the latest corrections and additions to the Russian text. v CONTENTS Steady-State Plasma Flow in a Magnetic Field A. I. Morozo978-1-4615-7816-1978-1-4615-7814-7Series ISSN 0080-2050 Series E-ISSN 1574-8952

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Two-Dimensional Magnetohydrodynamic Model for the Dense Plasma Focus of A Z Pinch,their maximum values. This comparison shows that the typical ejection involves at least 90% of the mass per unit length of the plasma. This conclusion implies substantial deviations from the cylindrical symmetry assumed in the formulation of the one-dimensional problem. These deviations were observe

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0080-2050 is denoted by [AB], the dot product by (AB), the Laplacian operator by ~. etc. It might also be worth pointing out that the temperature is frequently expressed in energy units in the Soviet literature so that the Boltzmann constant will be missing in various familiar expressions. In matters of termi

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Steady-State Plasma Flow in a Magnetic Field,-temperature plasmas, that is to say, the analysis of equilibrium and stability of a hot plasma confined by a magnetic field. Another area which is now attracting increasing attention is the field of “plasma dynamics,” which is the theory of high-amplitude nonlinear waves and plasma flow. Many autho

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Calculation of Two-Dimensional Plasma Flows in Channels,licated nonlinear equations of mathematical physics can yield detailed information about the solutions of these equations in situations in which the traditional theoretical methods are capable of only rough, qualitative results at best. A thorough series of computer calculations can take the place o

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Two-Dimensional Magnetohydrodynamic Model for the Dense Plasma Focus of A Z Pinch,ed to be functions of the cylindrical radius r and the time t. The incoporation of dissipative processes on the basis of the classical transport theory yields a detailed description of the focusing effects of the collapse of the shock wave and the current sheet and also makes it possible to find the

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