Green wave coordination control method for artery facing to running speed section
A driving speed and coordinated control technology, which is applied to the traffic control system, traffic control system, instruments and other directions of road vehicles. Lack of comparative analysis of the operation effect of the coordinated control scheme, etc.
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Embodiment 1
[0046] It is known that there are 3 signalized intersections I on a certain arterial road 1 , I 2 , I 3 , defined from the intersection I 1 to intersection I 3 The direction of is the uplink direction of the arterial road, from the intersection I 3 to intersection I 1 The direction is the downlink direction of the arterial road, and the adjacent intersection I 1 with I 2 , I 2 with I 3 The distances between them are 288m and 470m respectively. Each intersection adopts a three-phase control method, and the uplink and downlink directions adopt the separate release phase of the entrance. The signal timing design parameters are shown in Table 1 (for the convenience of calculation and drawing, it is assumed that the green light time of each phase is equal to the phase time, That is, the sum of the green-to-signal ratios of each intersection phase is 1, and the green light interval is 0s).
[0047] Assume that the collection of uplink speed samples collected by the speed m...
Embodiment 2
[0072] This embodiment is the same as Embodiment 1 except for the following:
[0073] Step 3: Evaluate the alternatives according to the distribution of driving speed samples (numerical calculation method);
[0074] According to the probability distribution (uniform distribution) of the uplink and downlink speed samples and the uplink and downlink green wave bandwidth values obtained under the three phase difference schemes (as shown in Table 3 and Table 4), each phase can be calculated separately The mathematical expectation of the sum of the two-way green wave bandwidths of the difference scheme. For phase difference scheme 1, the expected bandwidth of the uplink green wave Downlink green wave bandwidth expectation The mathematical expectation E(B) of the sum of the two-way green wave bandwidth| S1 =E(B 上 )+E(B 下 )=0.392; For the phase difference scheme 2, the expected bandwidth of the uplink green wave Downlink green wave bandwidth expectation The mathematical ...
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