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Nonlinear Schr?dinger Poisson equation sinusoidal time splitting spectral approximation method

Author: XiaoXi
Tutor: JiuQuanSen;BaoWeiZhu
School: Capital Normal University
Course: Applied Mathematics
Keywords: Nonlinear Schr (o ¨) dinger-Poisson equation Sinusoidal time splitting spectral approximation Semi-classical region Numerical Solution Mesh generation method
CLC: O175.2
Type: Master's thesis
Year: 2008
Downloads: 20
Quote: 0
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Abstract


This article details the semi-classical region derived nonlinear Schr (o | ¨) dinger-Poisson equations ( with a small Plank constant ε) time division sinusoidal spectral approximation format. This format is explicit , unconditionally stable. This paper focuses on the non- linear equations and weak O (ε) focusing nonlinear equations tested this format. The conclusion in line for recognition in the semi- classical region was \

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CLC: > Mathematical sciences and chemical > Mathematics > Mathematical Analysis > Differential equations, integral equations > Partial Differential Equations
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