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Fuzzy Distribution Fitting for Law of Traffic Accidents Based on MATLAB

机译:基于MATLAB的交通事故法模糊分布拟合

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The rules of traffic accidents and their hazards in China are studied by virtue of MATLAB and the method of fuzzy mathematics. First, the general trend of linear increase and fluctuant character of the traffic accidents are found by observing the scatter graph of statistical data of traffic accidents in China, which represent a complex nonlinear combinatorial feature. Second, these data are processed by the method of normalization; fuzzy membership function of traffic accident is arrived at. Finally, a nonlinear fuzzy distribution function of traffic accidents is obtained by way of distribution fitting and combinational regression treatment of the data. The result indicates that with time changing, the death toll in Chinaȁ9;s traffic accidents shows the combined upward trend of a linear and Normal distribution fluctuation, the number of the injured shows the upward trend of linear and Sinusoidal fluctuations, accident occurrence and loss both show two-humped Normal distribution. The traffic situation takes a turn for better since 2002. The result can objectively reflect the status distribution and accurately depict the hazard change rule of traffic accidents, which has theoretical significance and application value for forecast and comprehensive control of traffic accidents, thus it can be used as a reference in the research of traffic accidents and decision-making for safety management of concerned departments.
机译:利用MATLAB和模糊数学方法研究了中国交通事故的发生规律及其危害。首先,通过观察中国交通事故统计数据的散点图,发现交通事故线性增加和波动特征的总体趋势,这是一个复杂的非线性组合特征。其次,这些数据通过归一化方法进行处理。得出交通事故的模糊隶属度函数。最后,通过数据的分布拟合和组合回归处理,获得了交通事故的非线性模糊分布函数。结果表明,随着时间的推移,我国9人丧生的交通事故呈线性和正态分布波动的组合上升趋势,受伤人数呈线性和正弦波动的上升趋势,事故发生和损失均呈上升趋势。显示两峰正态分布。自2002年以来,交通形势有所好转。其结果可以客观地反映交通事故的状态分布,准确地描述交通事故的危害变化规律,对交通事故的预测和综合控制具有理论意义和应用价值,可以为交通事故的预测和综合防治提供理论依据。作为交通事故研究和有关部门安全管理决策的参考。

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