Experimental studies of vortex shedding from a rectangular elongated plate, when the cord length parallel to the flow (c) is much greater than its height (t), show that the Strouhal number Sr(c) increases stepwise with c/t increasing from 3 to 12. Investigating a flow phenomenon described by a frequency f, one can consider a Strouhal number Sr = f l/u as a nondimensional frequency when l and u are characteristic length and velocity, respectively. For a phenomenon considered in this Note, l = c/m and u ≈ 0.5-0.6U are a natural choice for characteristic parameters, when m and U are the number of vortices (bubbles) formed on the plate's side and the freestream velocity, respectively. This was confirmed numerically for Reynolds numbers Re = Ut / v > 300. Assuming that vortex shedding has a traveling-wave nature, we suggest simple considerations for explaining the trend of the Strouhal number to increase stepwise.
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机译:当平行于气流(c)的帘线长度远大于其高度(t)时,从矩形细长板中涡旋脱落的实验研究表明,斯特劳哈尔数Sr(c)从c / t从3逐渐增加参见图12至12。研究由频率f描述的流动现象,当l和u分别是特征长度和速度时,人们可以将斯托洛哈尔数Sr = fl / u视为无量纲频率。对于本注释中考虑的现象,对于特征参数,l = c / m和u≈0.5-0.6U是自然的选择,当m和U是板侧形成的旋涡(气泡)数和自由流速度时,分别。对于雷诺数Re = Ut / v> 300,这在数值上得到了证实。假定涡旋脱落具有行波性质,我们建议简单的考虑因素来解释Strouhal数逐步增加的趋势。
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