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THE IMPORTANCE OF FROUDE AND REYNOLDS NUMBERS IN MODELLING DOWNWIND SAILS

机译:弗劳德数和雷诺数在建模下风帆中的重要性

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This paper investigates the scaling problems associated with testing models of downwind sails in a wind tunnel. Besides the usual problems of scaling Reynolds number correctly, a Froude parameter is identified which measures the ratio of sail weight per unit area to the dynamic pressure. Specific experiments were devised to analyse separately the effects of each non-dimensional number. In order to isolate Reynolds number effects the sail shape was held constant by constructing rigid sails from sheet metal. To alter the Froude number at fixed Reynolds number, point load weights were added to fabric spinnakers and gennakers. The results indicated significant Reynolds number effects at model scale up to a value of about 7 x 10~5. However large changes in Froude number made no appreciable changes in the drag coefficient for downwind sails, even though changes in sail shape were observable. Measurements on spinnakers and gennakers trimmed for maximumthrust at a fixed angle of attack reinforced these conclusions.
机译:本文研究了与风洞中顺风帆测试模型相关的缩放问题。除了正确缩放雷诺数的常见问题外,还确定了一个Froude参数,该参数可测量每单位面积的帆重与动压之比。设计了具体的实验来分别分析每个无量纲数的影响。为了隔离雷诺数效应,通过用金属薄板构造刚性风帆,使风帆形状保持恒定。为了在固定的雷诺数下更改Froude数,将点载荷权重添加到了织物大三角帆和摆纳船上。结果表明,在模型规模上,最大雷诺数效应达到约7 x 10〜5的值。然而,弗洛德数的大变化使得顺风帆的阻力系数没有明显变化,尽管可以观察到帆形状的变化。在固定的迎角上对大三角帆和短剑的修剪进行了测量,以得出最大推力,这些结论得到了进一步的证明。

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