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A bayesian inference procedure based on inverse dispersion modelling for source term estimation in built-up environments

机译:基于逆色散建模的贝叶斯推理过程,用于建立环境中的源期限估算

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摘要

In atmospheric physics, reconstructing a pollution source is a challenging and important question. It provides better input parameters to dispersion models, and gives useful information to first-responder teams in case of an accidental toxic release. Various methods already exist, but using them requires an important amount of computational resources, especially when the accuracy of the dispersion model increases which is necessary in complex built-up environments. In this paper, a Bayesian probabilistic approach to estimate the location and the temporal emission profile of a pointwise source is proposed. More precisely, an Adaptive Multiple Importance Sampling (AMIS) algorithm is considered and enhanced by an efficient use of a Lagrangian Particle Dispersion Model (LPDM) in backward mode. Twin experiments empirically demonstrate the efficiency of the proposed inference strategy in very complex cases.
机译:在大气物理学中,重建污染源是一个具有挑战性和重要的问题。它为色散模型提供了更好的输入参数,并在意外毒性释放的情况下向第一响应者团队提供有用的信息。已经存在了各种方法,但使用它们需要一个重要的计算资源,特别是当在复杂的内置环境中的色散模型的准确性增加时,这是在分散模型的准确性增加。在本文中,提出了一种估计点源的位置和时间发射轮廓的贝叶斯概率方法。更精确地,通过在向后模式下有效地使用拉格朗日粒子分散模型(LPDM)来考虑和增强自适应多重重视采样(AMIS)算法。双重实验经验证明了在非常复杂的病例中提出的推理策略的效率。

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