报告题目：Immersed boundary method for inextensible interface problems
摘要：In this talk, we introduce an immersed boundary method to solve the stationary and non-stationary inextensible interface problems. The problem comes from the simulation of the vesicle dynamics in fluid flows. The scheme uses a linearly semi-implicit discretization for the non-stationary Stokes part and we have proved that the spreading operator acting on the tension and the surface divergence operator acting on the velocity are skew-adjoint numerically so that the resultant matrix without bending is symmetric. Moreover, we can prove that the proposed immersed boundary scheme for non-stationary problem with bending is unconditionally energy stable.
报告人简介: Ph.D in Mathematics, September 1998, Courant Institute of Mathematical Sciences, New York University. 2014/12-- Chair Professor, National Chiao Tung University
2011/06-- 2014/11 Distinguished Professor, National Chiao Tung University
2009/08-- 2012/07 Founding Director, Center of Mathematical Modeling and Scientific Computing (CMMSC), National Chiao Tung University.
Mathematical Society of ROC (Taiwan), President, 2016-
National Center for Theoretical Sciences (NCTS), Math Division, Deputy Director, 2016-
SIAM Membership committee, 2014-2016
SIAM East Asia Section (EASIAM), President, 2013-2014
National Science Council, Mathematics Division, Grant panel chair 2012-2014
SIAM East Asia Section (EASIAM), Vice President, 2011-2012
National Science Council, Mathematics Division , Grant panel 2009-2011
National Center for Theoretical Sciences (NCTS), Program committee 2005-, Executive Committee 2012-