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Sonic Boom Analysis under Conditions of Atmospheric Uncertainty Using Polynomial Chaos

机译:基于多项式混沌的大气不确定性条件下的声波臂分析

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摘要

This study establishes an efficient approach for sonic boom analysis under conditions of atmospheric uncertainty, such as temperature, density and wind velocity. This approach combines a non-intrusive polynomial chaos (NIPC) method, which approximates the statistical behavior of output function under conditions of uncertainty, with the sonic boom analysis method using an augmented Burgers' equation, which is able to account for the rise time of the sonic boom signature. The present simulations demonstrate the superior capability of NIPC, which can estimate the statistical signature of sonic boom under conditions of atmospheric uncertainty, while ensuring the same accuracy and much less computational time compared to the Monte Carlo (MC) method. The present simulation results indicate that temperature uncertainty has an impact on the local rise in sonic boom pressure, and atmospheric humidity uncertainty has an impact on the entire shape of the sonic boom signature, while wind uncertainty has almost no impact.
机译:这项研究建立了一种在大气不确定性(例如温度,密度和风速)条件下进行声波分析的有效方法。这种方法将非侵入式多项式混沌(NIPC)方法与不确定状态下的输出函数的统计行为近似,并结合了使用扩展的Burgers方程的声波分析方法,该方法能够解决以下问题的上升时间:音爆签名。本仿真显示了NIPC的卓越功能,它可以在大气不确定性条件下估算声爆的统计特征,同时与Monte Carlo(MC)方法相比,可以确保相同的精度和更少的计算时间。当前的模拟结果表明,温度不确定性对声波喷杆压力的局部升高有影响,而大气湿度不确定性对声波喷杆信号的整个形状有影响,而风的不确定性几乎没有影响。

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