報告題目：Simulation tool development based on boundary integral equation
報告時間：2010年9月17日（周五） 下午15:00-17:00
報告地點：浙江大學(xué)玉泉校區(qū)教5-333
報 告 人： 張見明（J.M. Zhang）教授
報告摘要：
Within a successful CAE driven product development, there are two fundamental requirements: a seamless interaction between the CAD and CAE software tools and a fast solver for very large scale computation. The former is associated with the discretization of any complexly shaped domain into elements for a mesh-based method, such as the Finite Element Method (FEM) or Boundary Element Method (BEM). In the best case modifications in the CAD model can be transferred to the CAE model and vice versa. Unfortunately, there so far exists no standard approach to ensure a seamless interaction. The second issue is inevitable for a daily design process, as a complete simulation chain for practical problems usually involves very large scale computations and can be very long. This talk gives reasons why the present is the time to develop analysis tools based on boundary integral equation, and shows with a number of application examples how the newly proposed Boundary Face Method (BFM) facilitated with the Hierarchical Matrix and Adaptive Cross Approximation (ACA) can satisfy both the requirements properly.
報告人簡介：
張見明教授
湖南大學(xué)機械與運載工程學(xué)院
張見明，清華大學(xué)工學(xué)博士，主要研究方向為有限元法、邊界元法、無網(wǎng)格法、邊界積分方程快速算法、多尺度計算、計算機圖形算法與三維可視化、大型CAE軟件開發(fā)及其在大壩仿真和汽車車身設(shè)計中的應(yīng)用。提出直接基于CAD幾何模型的自動CAE分析算法：雜交邊界點法、邊界面法等。以第一作者身份發(fā)表論文50余篇，其中20余篇刊登在Journal of Computational Physics、International Journal for Numerical Methods in Engineering等國際計算力學(xué)雜志上。獲清華大學(xué)優(yōu)秀博士論文獎、日本科學(xué)振興會研究員獎。
