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用拉格朗日法求二维带自由面流体数值解
Numerical Solutions of Fluid Flow with Free Surface by Lagrangian Finite Element Method
【摘要】 直接从 N-S方程和连续性方程出发 ,采用四边形元对所求区域加以划分 ;介绍了用拉格朗日有限元法求二维带自由面流体非线性数值解 ,通过实例计算 ,给出了相应结果 .在证明该方法有效性的基础上 ,讨论了粘性系数的大小对流体运动的影响 ,得出一些有益的结论
【Abstract】 A finite element analysis is presented based on the Lagrangian description for unsteady incompress viscous fluid flow with a free surface. The behavior of the fluid is pressed by N S equation and the equation of continuity, and the total process is introduced as a whole. Two examples are provided not only to testify the validity of Lagrangian, but also to draw some beneficial conclusions.
【关键词】 二维带自由面流体;
非线性;
粘性;
拉格朗日有限元;
【Key words】 D flow of free surface; nonlinear; viscous; Lagrangian finite element;
【Key words】 D flow of free surface; nonlinear; viscous; Lagrangian finite element;
- 【文献出处】 华中理工大学学报 ,JOURNAL OF HUAZHONG UNIVERSITY OF SCIENCE AND TECHNOLOGY , 编辑部邮箱 ,2000年01期
- 【分类号】O351
- 【被引频次】1
- 【下载频次】128