报告题目：High-Order Hermite weighted essentially non-oscillatory (HWENO) Method for Hyperbolic Conservation Laws

报告时间：2014年6月11日下午4:00-5:30

报告地点：A08-220

报告人：刘红霞，博士

主要内容

A class of weighted essentially non-oscillatory (WENO) schemes based on Hermite polynomials, termed HWENO (Hermite WENO) schemes, for solving one and two dimensional nonlinear hyperbolic conservation law systems is presented. The construction of HWENO schemes is based on a finite difference formulation, Hermite interpolation, and nonlinearly stable Runge-Kutta methods. Some benchmark numerical experiments are presented to illustrate efficiency of HWENO schemes

刘红霞博士毕业于厦门大学数学学院，主要从事偏微分方程数值解，计算流体力学方面的研究.

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理学院

科研处

2014.6.11