基于生成机器学习模型的LES大气湍流解的随机分析

Arturo Rodríguez, Carlos Cuellar, Luis F. Rodriguez, Armando Garcia, V. Gudimetla, V. Kotteda, J. Munoz, Vinod Kumar
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引用次数: 1

摘要

大涡模拟(LES)模拟湍流效应在计算上是昂贵的,即使不是所有尺度都得到解决,特别是在大气中存在深层湍流效应的情况下。机器学习技术为大气湍流光谱从内尺度到外尺度的传播效应提供了一种新的途径,并加速了其对激光长距离传播的表征。我们在上下表面温差约为27摄氏度的理想箱中,用LES方法模拟了大气湍流。将体积体素化,并在规则间隔的网格点上获得速度、温度和压力等几个量。这些值被分类并转换成符号,这些符号沿着盒子的长度连接,以创建一个“文本”,用于训练长短期记忆(LSTM)神经网络,并提出一种使用朴素贝叶斯模型的方法。lstm用于语音识别,手写识别任务和naïve在文本分类中广泛使用贝叶斯。使用训练好的LSTM和naïve贝叶斯模型生成类湍流的实例。误差被量化,并被描述为一种差异,使我们的研究能够跟踪通过随机生成机器学习模型传递的误差量——考虑到我们的LES研究具有最先进的Navier-Stokes的高保真近似解。在目前的工作中,LES解决方案被模仿并与生成机器学习模型进行比较。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Stochastic Analysis of LES Atmospheric Turbulence Solutions With Generative Machine Learning Models
The Large Eddy Simulations (LES) modeling of turbulence effects is computationally expensive even when not all scales are resolved, especially in the presence of deep turbulence effects in the atmosphere. Machine learning techniques provide a novel way to propagate the effects from inner- to outer-scale in atmospheric turbulence spectrum and to accelerate its characterization on long-distance laser propagation. We simulated the turbulent flow of atmospheric air in an idealized box with a temperature difference between the lower and upper surfaces of about 27 degrees Celsius with the LES method. The volume was voxelized, and several quantities, such as the velocity, temperature, and the pressure were obtained at regularly spaced grid points. These values were binned and converted into symbols that were concatenated along the length of the box to create a ‘text’ that was used to train a long short-term memory (LSTM) neural network and propose a way to use a naive Bayes model. LSTMs are used in speech recognition, and handwriting recognition tasks and naïve Bayes is used extensively in text categorization. The trained LSTM and the naïve Bayes models were used to generate instances of turbulent-like flows. Errors are quantified, and portrait as a difference that enables our studies to track error quantities passed through stochastic generative machine learning models — considering that our LES studies have a high state of the art high-fidelity approximation solutions of the Navier-Stokes. In the present work, LES solutions are imitated and compare against generative machine learning models.
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