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THE INFLUENCE OF SENSORS ARRANGEMENT AND QUANTITY ON MCMC INVERSION MODEL BASED ON BAYESIAN INFERENCE

机译:基于贝叶斯推断的传感器布置和数量对MCMC反演模型的影响

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In this paper, Markov chain Monte Carlo(MCMC) inversion method based on the Bayesian inference is used to invert parameters of leak source in two-dimensional space. Sensors are divided into three groups with different arrangements: linear-array perpendicular to the wind direction, linear-array parallel to the wind direction and cross-array. Then the source probability distributions of different arrangements and quantities on the accuracy and efficiency were analyzed and compared. It is shown that in one direction, more measurement information from different sensors result in more accurate inversion parameters. In the case with the same quantity of sensors, inversion parameters considering information of two directions are more accurate than which only considering one direction. It means that the combination of information in two directions can improve the inversion accuracy. The ventilation will enlarge the possible convergence region and increase the instability of inversion results in wind direction because of its migration and dilution effect. The inversion time consumed presents a positive relationship with the quantity of sensors. However, too much sensors may lead to the growth of consumption time, which are not conducive to practical application.
机译:本文采用基于贝叶斯推理的马尔可夫链蒙特卡洛(MCMC)反演方法对二维空间泄漏源参数进行反演。传感器分为三类,它们具有不同的排列方式:垂直于风向的线性阵列,平行于风向的线性阵列和交叉阵列。然后分析和比较了不同排列和数量的源概率分布对准确性和效率的影响。结果表明,在一个方向上,来自不同传感器的更多测量信息会导致更准确的反演参数。在传感器数量相同的情况下,考虑两个方向信息的反演参数比仅考虑一个方向的反演参数更准确。这意味着两个方向上的信息组合可以提高反演精度。通风会因其迁移和稀释作用而扩大可能的收敛范围,并增加反演结果在风向上的不稳定性。消耗的反转时间与传感器数量呈正相关关系。但是,过多的传感器可能导致消耗时间的增加,不利于实际应用。

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