The Research of Traceability Algorithm for Hazardous Gas Leakage Based on the Trajectory of Centroids

Hailin Wu, Lei Guan
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引用次数: 1

Abstract

Regarding the problem of estimating the location of leakage source in the process of gas leakage of hazardous chemicals, this research proposed a traceability algorithm based on ellipse fitting and centroid trajectory. Firstly, the diffusion of hazardous chemicals gas leakage was simulated based on Gaussian Puff Model in the specific circumstances at different time. Secondly, according to the elliptical distribution of the isoconcentration lines, the centroids of isoconcentration lines at each time were determined by fitting lines using least square method. Then, the linear regression was applied to fit these centroids to get the backtracking line. In addition, because of the characteristic that the centroids of these leakage isoconcentration lines satisfied the linear relationship in the time series, the fast determination of the leakage source point was figured out on the backtracking line, then the specific location of leakage source was found. Taking H2S leakage and diffusion under different wind directions as examples, the results showed that the algorithm is relatively fast, easy to calculate with high precision and accuracy. And it can analyze and fit the backtracking line of leakage with fewer data points to predict the location of the leakage source quickly. This research provides the technical support for emergency decision- making of hazardous chemicals gas leakage, also provides theoretical basis for initial values selection of genetic algorithm, ant colony algorithm and other related leakage backtracking algorithms.
基于质心轨迹的有害气体泄漏溯源算法研究
针对危险化学品气体泄漏过程中泄漏源位置的估计问题,本研究提出了一种基于椭圆拟合和质心轨迹的溯源算法。首先,基于高斯泡芙模型,对不同时间特定情况下的危险化学品气体泄漏扩散进行了模拟。其次,根据等浓线的椭圆分布,利用最小二乘法拟合直线,确定各时刻等浓线的质心;然后,对这些质心进行线性回归拟合,得到回溯线。此外,由于泄漏等浓度线质心在时间序列上满足线性关系的特点,在回溯线上快速确定泄漏源点,从而找到泄漏源的具体位置。以不同风向下H2S的泄漏和扩散为例,结果表明,该算法计算速度较快,易于计算,具有较高的精度和准确度。该方法可以用较少的数据点对泄漏回溯线进行分析拟合,快速预测泄漏源的位置。本研究为危险化学品气体泄漏应急决策提供了技术支持,也为遗传算法、蚁群算法等相关泄漏回溯算法的初值选择提供了理论依据。
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