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Class of numerical methods for differential-algebraic systems with discontinuous right-hand sides

机译:右侧不连续的微分代数系统的数值方法类别

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摘要

Numerical methods for Differential-Algebraic systems with discontinuous right-hand sides is discussed. A class of continuous Rosenbrock methods are constructed, and numerical experiments show that the continuous Rosenbrock methods are effective. Applying the methods, a fast and high-precision numerical algorithm is given to deal with typical discontinuous parts, which occur frequently in differential-algebraic systems(DAS).
机译:讨论了具有不连续右手边的微分代数系统的数值方法。构造了一类连续的Rosenbrock方法,数值实验表明,连续的Rosenbrock方法是有效的。应用这些方法,给出了一种快速,高精度的数值算法来处理典型的不连续零件,这些零件经常出现在微分代数系统(DAS)中。

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