中科院软件所李会元研究员学术报告

发布者:张栋邦发布时间:2018-11-28浏览次数:860



报告题目:A triangular spectral element method for elliptic and Stokes problems(椭圆和Stokes问题的三角谱元方法)

报告时间:12月2日9:00-10:00

报告地点:开云·电竞(中国)官方网站二楼会议室

报告人:李会元

报告摘要:In this talk, we study a triangular spectral-element method based on a one-to-one mapping between the rectangle and the triangle. We construct a new approximation spacewhere the integral singularity brought by the mapping can be removed in a naive andstable way. We build aquasi-interpolation triangular spectral-element approximation, andanalyze its approximation error. Based on this quasi-interpolation spectral-element approximation, we put forward a new triangular spectral-element method for the elliptic problems. We present the approximation scheme, analyze the convergence, and do some experiments to test the effectiveness. At last, we implement this triangular spectral-elementmethod to solve the steady Stokes problem.


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