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低雷诺数下方柱和圆柱涡致振动的数值分析 被引量:10

Numerical Analysis of Vortex-induced Vibration of Square and Circular Cylinders at Low Reynolds Number
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摘要 通过数值求解二维不可压粘性流体的N-S方程,研究了方柱和圆柱在低雷诺数(Re=90~130)下的涡致振动.柱体振动对流体的影响用动网格法模拟,N-S方程采用时步分裂技术先求出中间速度场,再用多重网格法求解泊松方程得到压力场,最后根据压力场对中间速度场进行修正.柱体的振动方程用Newmark-β法求解.通过计算柱体和流体的相互作用,成功地捕捉到了“锁定”和“拍”现象.计算结果与实验结果相当吻合,并和已有的用任意拉格朗日-欧拉公式有限元法计算的结果进行了比较. Nurnerical analysis of vortex - induced vibration of square and cireular cylinders at low Reynlds number (Re = 90~130) was conducted by solving the Navier - Stokes eopations of viscous incompressible fluid. The influence of the vibration of the cylinder to fluid was simulated by moving - mesh methed. Time step splitting technique was used to calculate N - S equations. The response of cylinder was evaluated by Newh-β methed. Through calculahng the interachon of nuid and cylinder we successfolly captured the' lock - in' and' beat' phenomena. The results agree well with the experiment, and are compared with those of ALE finite element methed.
出处 《同济大学学报(自然科学版)》 EI CAS CSCD 北大核心 1998年第4期382-386,共5页 Journal of Tongji University:Natural Science
关键词 方柱 圆柱 涡致振动 动网格法 锁定 结构振动 Square cylinder Circular cylinder Vortex-induced vibration Moving-mesh Method Loch-in Beat
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参考文献2

  • 1Wei R,Int J Numer Methods Fluids,1995年,21卷,993页
  • 2刘超群,多重网格法及其在计算流体力学中的应用,1995年

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