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                                          132彩票

                                          学术报告

                                          【6月6日9:30】Dr. Ruijie Liu:
                                          Simulation of Multi-Crack Propagation in Ductile Media Using An Interface-Oriented Finite Element Method

                                          【来源:132彩票 | 发布日期:2019-06-04 】     【选择字号:

                                          132彩票110周年校庆学术活动之132彩票学术报告:

                                            应132彩票、西部灾害与环境力学教育部重点实验室刘治军青年研究员邀请 ,德克萨斯大学圣安东尼奥分校机械系副教授Ruijie Liu于2019年6月5-6日来我校进行学术交流并做学术报告,欢迎广大师生参加。
                                           
                                            报告题目:Simulation of Multi-Crack Propagation in Ductile Media Using An Interface-Oriented Finite Element Method
                                            报告时间:2019年6月6日(星期四)9:30-11:00
                                            报 人:Ruijie Liu  副教授
                                            报告地点:祁连堂322学术报告厅
                                           
                                            报告人简介:
                                            Dr. Ruijie Liu is currently an associate professor in the Mechanical Department at The University of Texas at San Antonio. He graduated from Tianjin University in 1987 and obtained his Ph.D. in computational mechanics from The University of Texas at Austin in 2004. He worked as a finite element developer in ANSYS during 2005-2012 and contributed to develop many nonlinear material models such as Gurson and Cap  plasticity and coupled fluid flow and geomechanics. Before joining UTSA as a faculty, he worked in BP as a computational physicist in developing parallel computer code for multiphase flow in porous rock at pore-scale with billion unknowns solved in HPC clusters. His current research is on developing computational methods for modeling failure of ductile materials, composites, and multiphysics problems.  
                                           
                                           
                                            报告摘要:
                                            It is challenging for standard finite element methods to achieve high-fidelity simulations on the initiation, propagation, coalescence of multiple cracks in ductile media under finite plastic deformation. For example, Cohesive Zone Method (CZM) or CZM-based Extended Finite Element Method (XFEM) is most popular in modeling crack propagation in elastic media but encounters a difficulty in simulating failure of ductile materials under plastic deformation with regard to their inconsistence in crack tip physics and instability during crack openings.  This talk focuses on applying discontinuous Galerkin (DG) finite element methods to handle this challenge. By breaking continuous elements along potential crack paths, DG methods:  a) provide a nature data structure for crack opening events; b) accommodate crack tip physics; and c) substantially improve the instability issue of crack openings through implementing a traction-relaxation scheme.  Following the DG formulation,  the talk will demonstrate a good performance of DG in simulating the structural failure of  a nuclear fuel cladding with multiple hydride defects under extreme conditions.