Flow visualization has traditionally provided a powerful technique for both qualitative and quantitative investigations of delta-wing flows. Because low-speed water flows are conducive to flow visualization techniques, many studies have addressed low Reynolds number (Re) flow. Some examples are the investigations of Atta and Rockwell at Re = 5.8 X 10~3, Reynolds and Abtahi at a Re between 1.9 X 10~4 and 6.5 X 10~4, Traub et al. with Re in the neighborhood of 9 X 10~3, and Lowson at Re as low as 6.6 X 10~3 (performed in a wind tunnel). However, accompanying pressure, force, and moment measurements have typically been performed at significantly higher Re because of sensitivity and accuracy limitations of typical pressure and load measurement instrumentation at low dynamic pressures. Most pressure and load measurement efforts have been performed at Re above 0.34 X 10~6. The presence of this Re gap raises the question of flow sensitivity, particularly in the range from 10~4 to 10~5. How reconcilable are the two data sets, i.e., flow visualization data and pressure/ load data? Do they describe the same flow patterns?
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机译:传统上,流动可视化为三角翼流动的定性和定量研究提供了强大的技术。由于低速水流有利于水流可视化技术,因此许多研究都针对低雷诺数(Re)水流。 Traub等人研究了Re = 5.8 X 10〜3时的Atta和Rockwell,Re在1.9 X 10〜4和6.5 X 10〜4之间的Reynolds和Abtahi的研究。 Re约为9 X 10〜3,Lowson的Re低至6.6 X 10〜3(在风洞中执行)。但是,由于在低动态压力下典型压力和负载测量仪器的灵敏度和精度受到限制,因此通常在相当高的Re下执行伴随的压力,力和力矩测量。在Re高于0.34 X 10〜6的情况下,大多数压力和负载测量工作已经完成。该Re间隙的存在提出了流动敏感性的问题,特别是在10〜4至10〜5的范围内。流量可视化数据和压力/负荷数据这两个数据集的可调节性如何?它们描述了相同的流动模式吗?
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