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2. From quantum Euler–Maxwell equations to incompressible Euler equations.

Author

Yang, Jianwei and Ju, Zhiping

Subjects
*QUANTUM theory, *EULER equations, *COMPRESSIBLE flow, *STOCHASTIC convergence, *DATA analysis
Abstract

The combined quasi-neutral and non-relativistic limit of compressible quantum Euler–Maxwell equations for plasmas is studied in this paper. For well-prepared initial data, it is shown that the smooth solution of compressible quantum Euler–Maxwell equations converges to the smooth solution of incompressible Euler equations by using the modulated energy method. Furthermore, the associated convergence rates are also obtained. [ABSTRACT FROM AUTHOR]

Published
2015
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