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A Comparison between the Stabilization Method and the Post-stabilization Method

机译:稳定化方法与后稳定化方法的比较

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摘要

A detailed discussion on Baumgarte's stabilization method and Chin's post-stabilization method is carried out together with a numerical comparison. The numerical accuracy can be increased and the numerical stability can be improved by combining the classical numerical method with either of the two stabilization methods. Assuming optimal stabilizing parameter the accuracy is not the same in the two methods and it is not certain which one is the more accurate. While noting the reasons underlying the post-stabilization scheme, it is inadvisable, when applying the latter, to use step lengths greater than are recommended by the original classical integrator with no stabilization.
机译:对鲍姆加特的稳定方法和钦的后稳定方法进行了详细的讨论,并进行了数值比较。通过将经典数值方法与两种稳定方法中的任何一种相结合,可以提高数值精度并改善数值稳定性。假设最佳稳定参数的精度在两种方法中是不同的,并且不确定哪种方法更精确。在注意到后稳定方案背后的原因的同时,不建议在应用后稳定方案时使用大于原始经典积分器建议的没有稳定的步长。

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