首页> 外文会议>International Conference on Parallel and Distributed Processing Techniques and Applications (PDPTA'2001) Vol.1, Jun 25-28, 2001, Las Vegas, Nevada, USA >Unconditionally stable explicit difference schemes for the variable coefficients parabolic differential equation (II)
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Unconditionally stable explicit difference schemes for the variable coefficients parabolic differential equation (II)

机译:变系数抛物线方程(II)的无条件稳定显式格式

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In this paper, we consider the difference scheme for solving the parabolic differential equations by using the idea of the rational coefficients explicit R-K methods. The difference scheme using the idea have studied for some parabolic equations. In this paper, we investigate the numerical method applied to the linear general parabolic differential equations which is more generate form studied in.
机译:在本文中,我们采用有理系数显式R-K方法的思想,考虑了求解抛物型微分方程的差分格式。使用该思想的差分格式已经研究了一些抛物线方程。在本文中,我们研究了应用于线性一般抛物型微分方程的数值方法,该方法更多地是从研究形式生成的。

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