节点文献
一种消除水动力求解中不规则频率影响的边界元法
A boundary element method for removing the effects of irregular frequency in solving the hydrodynamic coefficients
【摘要】 本文提出一种扩展积分方程方法 ,用于消除浮体剖面水动力系数计算中不规则频率的影响。这种边界元方法采用源 -偶混合分布 ,除了在物体表面分布奇点外 ,在物体内部水线面上也分布奇点。所提出的积分方程有唯一解 ,从而完全消除了不规则频率的影响。对浮体水动力系数的比较计算证明了该方法的有效性
【Abstract】 An extended integral equation method was presented to remove the irregular frequency effects in solving the hydrodynamic coefficients for a ship-like floating body. The mixed source and dipole distribution model was adopted in the new boundary element method in which the singularities are distributed along the body surface and water line inside the body. It is showed that the proposed integral equation has unique solution and consequently the irregular frequencies effects are removed. Numerical calculations for the hydrodynamic coefficients of ship like cross sections demonstrated the effectiveness of the new method.
【Key words】 irregular frequency; hydrodynamic coefficients; integral equation theory; boundary element method;
- 【文献出处】 水动力学研究与进展(A辑) ,Journal of Hydrodynamics , 编辑部邮箱 ,2002年02期
- 【分类号】U661
- 【被引频次】28
- 【下载频次】334