Numerical Experiments with a Shishkin Numerical Method for a Singularly Perturbed Quasilinear Parabolic Problem with an Interior Layer

机译：Shishkin数值方法对带有内层的奇摄动拟线性抛物线问题的数值实验

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In Russ. Acad. Dokl. Math., 48, 1994, 346-352, Shishkin presented a numerical algorithm for a quasilinear time dependent singularly perturbed differential equation, with an internal layer in the solution. In this paper, we implement this method and present numerical results to illustrate the convergence properties of this numerical method.

机译：在拉斯。学院多克Shishkin在Math。，48，1994，346-352中提出了一种求解拟线性时间相关奇摄动微分方程的数值算法，其内部层位于解中。在本文中，我们实现了该方法并给出了数值结果以说明该数值方法的收敛性。

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《International conference on numerical analysis and its applications》|2013年|420-427|共8页
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E. O Riordan; J. Quinn;
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Singularly Perturbed; Shishkin mesh; Interior Turning Point;

机译：奇异的湿巾网;内部转折点;

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4. Numerical Experiments with a Shishkin Numerical Method for a Singularly Perturbed Quasilinear Parabolic Problem with an Interior Layer [C] . E. O Riordan, J. Quinn International Conference on Numerical Analysis and Applications . 2013

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Numerical Experiments with a Shishkin Numerical Method for a Singularly Perturbed Quasilinear Parabolic Problem with an Interior Layer

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