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Regimes of vortex shedding from an in-line oscillating circular cylinder in the uniform flow

机译:均匀流动中直列振荡圆柱的涡旋脱落形式

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A finite volume method for the time dependent viscous incompressible flow around an in-line oscillating circular cylinder at Reynolds number of 200, 855 is presented in this paper. The Navier-Stokes equations in a finite volume form are solved with a moving grid system, based on a time dependent coordinate transformation. To investigate the vortex-shedding characteristics behind the circular cylinder and the effects of Reynolds number and other non-dimensional parameters such as reduced amplitude and reduced frequency, several numerical schemes have been tested with different amplitude and frequency close to St_0 and a harmonic at each Reynolds number. Present numerical results indicate several types of vortex shedding mode which is known mainly depending on the reduced frequency and also the reduced amplitude, which is called synchronization or lock-on.
机译:本文提出了一种有限体积的方法,用于研究雷诺数为200、855的直列振荡圆筒周围随时间变化的粘性不可压缩流。有限体积形式的Navier-Stokes方程是使用移动网格系统基于时间相关的坐标变换来求解的。为了研究圆柱体背后的涡流脱落特性以及雷诺数和其他无量纲参数(如振幅降低和频率降低)的影响,已经测试了几种数值方案,它们的振幅和频率接近St_0,并且每个谐波都具有谐波雷诺数。当前的数值结果表明几种类型的涡旋脱落模式,主要取决于减小的频率以及减小的幅度,这被称为同步或锁定。

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