摘要
用粘性涡方法求解了涡量速度形式的二维不可压缩Navier—Stokes方程.利用分步方法分别求解无粘的对流运动和粘性扩散,粘性扩散用随机走步方法来处理,利用涡量交换技术来满足无滑移边界条件,同时为进一步减少计算量,在求解对流速度时,采用了多极子展开法加速技术使得计算量由N2的量级减少到NlogN的量级.数值模拟了单圆柱和双圆柱纵向排列的绕流流场.
The vorticity-velocity formulation of the Navier-Stokes equations are solved by viscousvortex method. The fractional step technique has been used. The viscous diffusion is treatedby a random walk method, the no-slip condition is not always enforced by the generationof new vortices at the boundary but instead by modifying the strength of the vortices inthe vicinity of the boundary; Particle-Box method is used to reduce the operation counts toO(Nlog N) from O(N2 ). The time dependent viscous flow around a circular cylinder andtwo circular cylinders in tandem arrangement of difference spacing at Reynolds numbers ofRe=3000 is presented.
出处
《工程热物理学报》
EI
CAS
CSCD
北大核心
1998年第2期164-169,共6页
Journal of Engineering Thermophysics
基金
国家自然科学基金
教委博士点专项基金