An optimization method for transmission network planning under new energy access
An optimization method and technology for power transmission network, applied in the field of power transmission network, can solve the problems that the convergence of results needs to be improved, easy to local convergence, instability, etc., and achieve the effect of improving convergence accuracy and calculation efficiency, diversifying planning results, and improving planning efficiency.
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Embodiment 1
[0125] Embodiment 1: A transmission grid system with 8 nodes and 12 corridors figure 2 as an example. Equation 4 is the adjacency matrix of the transmission grid system, Equation 5 is the expansion matrix of the transmission grid system, Equation 6 is the grid parameter matrix of the transmission grid system, and Equation 7 is composed of the information of the number of lines contained in the corridor branches of the transmission grid system population individuals.
[0126] Node 4 is an isolated node; Node 5 and Node 6 form an island;
[0127] Then formula 4:
[0128]
[0129] In the adjacency matrix L 8×8 in, l 12 =2 means that there are two lines connecting node 1 and node 2. By analogy, we can see that l 18 = l 81 =1 means that there is one line connecting node 1 and node 8.
[0130] Formula 5:
[0131]
[0132] In the adjacency matrix K 8×8 middle, k 12 =2 means that there is at most one line between node 1 and node 2 that can be expanded.
[0133] Form...
Embodiment 2
[0139] Embodiment two: test in 18-node transmission network system, it includes 18 nodes, 27 corridors such as image 3 . The system parameters are set as follows: the load of the entire transmission network system obeys a normal distribution, and the standard deviation is 2% of the expected value; a 1000MW fan is connected to node 13, and the cut-in wind speed of the fan is v ci =3m / s, rated wind speed v r =15m / s, cut out wind speed v co =25m / s; wind speed adopts two-parameter Weibull distribution model, shape parameter k=2.80, scale parameter c=5.14; control parameters Cost per unit length of each branch road and corridor C i =100, (10,000 yuan / km)r i Approximate to the reactance of a single line, the lower limit of the power flow of a branch line P l =0MVA, the upper limit of power flow for a single branch line The parameters of the MOEAD optimization algorithm are set as follows: 100 random seeds, 20 populations, 10 neighborhoods, and 500 iterations.
[0140] Tabl...
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