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《计算数学:英文版》
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2017年3期
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LOCAL ANALYSIS OF THE FULLY DISCRETE LOCAL DISCONTINUOUS GALERKIN METHOD FOR THE TIME-DEPENDENT SINGULARLY PERTURBED PROBLEM
LOCAL ANALYSIS OF THE FULLY DISCRETE LOCAL DISCONTINUOUS GALERKIN METHOD FOR THE TIME-DEPENDENT SINGULARLY PERTURBED PROBLEM
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摘要
在这份报纸,我们考虑充分分离的本地不连续的Galerkin方法,在第三命令前进的明确的Runge-Kutta时间被联合的地方。为一个维的时间依赖者有边界层的不可思议地使不安的问题,我们将证明结果的计划具有在本地稳定性的好行为不仅,而且有双optimal本地人错误估计。它是说,集中率在空间和时间是最佳的,并且截止子域的宽度也是将近最佳的,如果在各中间的舞台的边界条件以一个合适的方法被给。数字实验也被给。
DOI
g4q11ppod8/1734600
作者
Yao Cheng Qiang Zhang
机构地区
不详
出处
《计算数学:英文版》
2017年3期
关键词
分离系统
不连续的功能
GALERKIN 方法
奇特(数学)
不安(数学)
分类
[理学][计算数学]
出版日期
2017年03月13日(中国期刊网平台首次上网日期,不代表论文的发表时间)
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来源期刊
计算数学:英文版
2017年3期
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相关关键词
分离系统
不连续的功能
GALERKIN 方法
奇特(数学)
不安(数学)
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