Measurements of Natural Turbulence During the BOLT II Flight Experiment

John M. Wirth, R. Bowersox, Aaron T. Dufrene, T. Wadhams
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Abstract

A Mach 6.0 flight experiment was performed to characterize the turbulent skin friction and heat flux associated with natural transition for vehicle-length Reynolds numbers up to 45 million. This boundary-layer turbulence flight, termed BOLT II, was the second in a series coordinated by the Air Force Office of Scientific Research. Surface heat flux, skin friction, and pressure fluctuation spectra were acquired to characterize the transition process. The test geometry used concave curvature and swept leading edges to introduce a boundary layer with stationary laminar vortex streaks, competing transition mechanisms, and complex early turbulence. The analyses also showed that the spatial evolution of turbulence varied with respect to the location of the vortex heating streaks. Prominent overshoots were observed in the early turbulence within the streak. Turbulence data was collected for Reynolds numbers [Formula: see text] up to [Formula: see text]. A common [Formula: see text] was identified as the start of equilibrium turbulence for the data presented. Conjugate heat transfer simulations, both laminar and turbulent, agreed well with the experimental data, including the laminar leading edge. The Reynolds analogy ratios based on the curve fits to the data, including compressibility, were generally between 0.9 and 1.0. The observed variations were likely the result of the spatial separation of the sensors and different definitions of Stanton number normalization between flight and theory.
BOLT II 飞行实验期间的自然湍流测量结果
进行了马赫数为 6.0 的飞行实验,以确定与飞行器长度雷诺数高达 4,500 万的自然过渡相关的湍流表皮摩擦和热通量的特性。这次边界层湍流飞行被称为 BOLT II,是空军科学研究办公室协调的系列实验中的第二次。获得了表面热通量、表皮摩擦和压力波动频谱,以描述过渡过程的特征。试验的几何形状使用了凹面曲率和掠过的前缘,以引入具有静止层流涡流条纹、竞争过渡机制和复杂早期湍流的边界层。分析还表明,湍流的空间演变随涡旋加热条纹的位置而变化。在条纹内的早期湍流中观察到明显的过冲现象。收集了雷诺数[公式:见正文]至[公式:见正文]的湍流数据。对于所提供的数据,一个共同的[公式:见正文]被确定为平衡湍流的起点。层流和湍流的共轭传热模拟与实验数据非常吻合,包括层流前缘。根据数据曲线拟合得出的雷诺类比比率(包括可压缩性)一般在 0.9 和 1.0 之间。观察到的变化可能是由于传感器的空间隔离以及飞行和理论对斯坦顿数归一化的不同定义造成的。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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