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On the Long-time H^(1)-stability of the Linearly Extrapolated BDF2 Timestepping Scheme for Coupled Multiphysics Flow Problems
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作者 mine akbas Cristina Tone Florentina Tone 《Communications in Mathematical Research》 2025年第2期122-147,共26页
The purpose of the current article is to study the H^(1)-stability for all positive time of the linearly extrapolated BDF2 timestepping scheme for the magnetohydrodynamics and Boussinesq equations.Specifically,we disc... The purpose of the current article is to study the H^(1)-stability for all positive time of the linearly extrapolated BDF2 timestepping scheme for the magnetohydrodynamics and Boussinesq equations.Specifically,we discretize in time using the linearly backward differentiation formula,and by employing both the discrete Gronwall lemma and the discrete uniform Gronwall lemma,we establish that each numerical scheme is uniformly bounded in the H^(1)-norm. 展开更多
关键词 Magnetohydrodynamics equations Boussinesq equations linearly extrapo-lated BDF2 timestepping scheme long-time stability
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