Road safe state identification method
An identification method and safety state technology, applied in the traffic control system of road vehicles, traffic flow detection, instruments, etc., can solve the problems of increasing the amount of calculation, ignoring the multiplicity of accident causes, and reducing the accuracy of black spots, etc., to achieve accuracy high effect
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specific Embodiment 1
[0092] Three traffic accidents occurred in a 5km road section within three years, one minor accident occurred in the 2km section, the coefficient was K=0.5; one general accident occurred in the 3km section, the coefficient was K=1; one major accident occurred in the 3.5km section Accident, the coefficient is K=2.
[0093] The distribution function of the black spots of three traffic accidents: in
[0094]
[0095] Make the orthogonal curve graphs of the distribution functions for the black points of the three traffic accidents, and use SPSS software to calibrate the Logistic model, superimpose the three traffic orthogonal curve graphs, and calculate the area enclosed by the superimposed curve and the X-axis as 3.782, the length of the curve on the x-axis after superposition is 5.44.
[0096] For general accidents: coefficient K=1, L=5, its critical area is:
[0097]
[0098] Identification conditions: the area enclosed by the superimposed curve on the x-axis is 3.782...
specific Embodiment 2
[0104] Two traffic accidents occurred within three years within a 5km road section, one minor accident occurred in the 2km section, and the coefficient was K=0.5; one minor accident occurred in the 3km section, and the coefficient was K=0.5.
[0105] The distribution function of the black spots of three traffic accidents: in
[0106]
[0107] Make the orthogonal curve graphs of the distribution functions for the black points of the two traffic accidents, and use SPSS software to calibrate the Logistic model, superimpose the two traffic orthogonal curve graphs, and calculate the area enclosed by the superimposed curve and the X-axis as 1.221, the length of the curve on the x-axis after superposition is 4.23.
[0108] For general accidents: coefficient K=1, L=5, its critical area is:
[0109]
[0110] Identification conditions: the area enclosed by the superimposed curve on the x-axis is 1.221<3S, the length of the superimposed curve on the x-axis is 4.23≤2L, and the nu...
specific Embodiment 3
[0127] Within three years within a 5km road section, one minor accident occurs in a 2km road section, and the coefficient is K=0.5.
[0128] The distribution function of a traffic accident black spot: in
[0129]
[0130] Make an orthogonal curve graph of the distribution function for the black points of a traffic accident, and use SPSS software to calibrate the Logistic model. The area enclosed by the traffic orthogonal graph and the X-axis is 0.612, and the curve is on the x-axis The length of 3.22.
[0131] For general accidents: coefficient K=1, L=5, its critical area is:
[0132]
[0133] Identification conditions: the area enclosed by the superimposed curve on the x-axis is 0.612<3S, the length of the superimposed curve on the x-axis is 3.22<2L, and the number of intersection points between the two endpoints of the superimposed curve and the x-axis is 0≤1;
[0134] Condition 1: The area enclosed by the curve on the x-axis after the superposition of step (2) is ...
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