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首页> 外文期刊>The Journal of the Acoustical Society of America >Amethod for approximating acoustic-field-amplitude uncertaintycaused by environmental uncertainties
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Amethod for approximating acoustic-field-amplitude uncertaintycaused by environmental uncertainties

机译:一种近似环境不确定性引起的声场振幅不确定性的方法

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摘要

In underwater acoustics, the accuracy of computational field predictions is commonly limited byuncertainty in environmental parameters. An approximate technique for determining the probabilitydensity function (PDF) of computed field amplitude, A, from known environmental uncertainties ispresented here. The technique can be applied to several, N, uncertain parameters simultaneously,requires N+ 1 field calculations, and can be used with any acoustic field model. The techniqueimplicitly assumes independent input parameters and is based on finding the optimum spatial shiftbetween field calculations completed at two different values of each uncertain parameter. This shiftinformation is used to convert uncertain-environmental-parameter distributions into PDF(A). Thetechnique's accuracy is good when the shifted fields match well. Its accuracy is evaluated inrange-independent underwater sound channels via an L_1 error-norm defined between approximateand numerically converged results for PDF(A). In 50-m- and 100-m-deep sound channels with 0.5%uncertainty in depth (N=1) at frequencies between 100 and 800 Hz, and for ranges from 1 to 8 km,95% of the approximate field-amplitude distributions generated L_1 values less than 0.52 using onlytwo field calculations. Obtaining comparable accuracy from traditional methods requires of order 10field calculations and up to 10~NwhenN>1.
机译:在水下声学中,计算场预测的准确性通常受环境参数不确定性的限制。本文介绍了一种从已知环境不确定性确定计算场振幅A的概率密度函数(PDF)的近似技术。该技术可以同时应用于多个N个不确定参数,需要N + 1个场计算,并且可以与任何声场模型一起使用。该技术隐式地假设独立的输入参数,并且基于找到在每个不确定参数的两个不同值下完成的场计算之间的最佳空间偏移。该移位信息用于将不确定的环境参数分布转换为PDF(A)。当位移场匹配良好时,该技术的准确性很高。通过在PDF(A)的近似值和数值收敛结果之间定义的L_1误差范数来评估其与范围无关的水下声通道的准确性。在深度为50 m和100 m的声音通道中,在100至800 Hz之间的频率以及1至8 km的范围内,深度不确定度(N = 1)为0.5%,大约为场振幅分布的95%仅使用两次字段计算得出的L_1值小于0.52。要从传统方法中获得可比的精度,需要进行10场阶数的计算,并且最多需要10〜NwNN> 1。

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