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Simple models of optical phase distortion for shock waves and turbulent boundary and shear layers

机译:冲击波,湍流边界层和剪切层的光学相位失真的简单模型

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Abstract: Simple analytical models are presented for assessment of the phase distortions on circular optical beams caused by shock waves, turbulent boundary layers, and turbulent shear layers. The shock wave formulas are applicable for wedge- shaped vehicles traveling at supersonic or hypersonic speeds. The boundary layers analysis is formulated for turbulent flow along on optical window surface. The shear layer solution is developed mainly for aerowindows; but it is also useful for wake flow behind obstructions, for jet flow from plumes, etc., that interfere with an optical beam. For the optical phase distortion associated with shocks, the flow conditions are evaluated using oblique shock relations and the beam deflection is based on Snell's law. On turbulent flow, both ordered and random phase variations are treated. The density fluctuations is considered to be driven by the temperature gradient. For turbulent flow over a surface, the turbulent eddy size distribution and the mean flow property profiles are based on empirical correlations. The numerical results obtained for turbulent boundary layer at various Mach numbers and altitudes are found to be in fair agreement with reported measurements from a subsonic aircraft. For the shear layer formed between two fluid streams, the method formulated is similar to those commonly employed. In the present work, however, a simple approach is applied to account for the fluid composition difference, and hence the Gladstone-Dale coefficient variation, between the two streams. Expansion waves and laminar flow conditions are also indicated.!10
机译:摘要:提出了一种简单的分析模型,用于评估由冲击波,湍流边界层和湍流剪切层引起的圆形光束的相位畸变。冲击波公式适用于以超音速或高音速行驶的楔形车辆。边界层分析针对光学窗口表面上的湍流而制定。剪力层解决方案主要用于飞机窗。但对于障碍物后面的尾流,来自光束等会干扰光束的射流也很有用。对于与冲击有关的光学相位畸变,使用倾斜冲击关系评估流动条件,并且束偏转基于斯涅尔定律。在湍流中,将处理有序和随机相位变化。密度波动被认为是由温度梯度驱动的。对于表面上的湍流,湍流涡流大小分布和平均流动特性曲线基于经验相关性。发现在各种马赫数和高度的湍流边界层获得的数值结果与亚音速飞机的报告测量结果完全吻合。对于在两个流体流之间形成的剪切层,制定的方法与通常采用的方法相似。但是,在当前工作中,采用了一种简单的方法来解决两个流之间的流体成分差异,从而解决Gladstone-Dale系数变化的问题。还会显示膨胀波和层流条件!! 10

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