Distribution network reactive power optimization method and system oriented to multiple random uncertainty
An uncertainty and optimization method technology, applied in reactive power compensation, reactive power adjustment/elimination/compensation, electrical components, etc., can solve complex, difficult to achieve online closed-loop control, real-time response speed infeasible detection and processing And other issues
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Embodiment 1
[0084] The invention designs a reactive power optimization method for distribution network facing multiple stochastic uncertainties. The present invention simultaneously considers the randomness of distribution network load, the randomness of distributed power output, and the randomness of the number of groups in operation of reactive power compensation devices, etc., and establishes a model with the lowest active power loss of distribution network as the objective function , using the collaborative particle swarm optimization algorithm to solve the reactive power optimization of the distribution network. The invention has obvious advantages in iteration times and optimal solution ratio.
[0085] Specific examples of the present invention will be described below in conjunction with the accompanying drawings. The invention designs a reactive power optimization method for distribution network facing multiple stochastic uncertainties. The present invention simultaneously consid...
Embodiment 2
[0187] Based on the same idea, the present invention also provides a reactive power optimization system for distribution network facing multiple stochastic uncertainties, the system includes:
[0188] Obtaining module: used to obtain grid data;
[0189] Building blocks: used to bring data into pre-built reactive optimization models;
[0190] Calculation module: used to solve the reactive power optimization model through the particle swarm optimization algorithm, and obtain the optimal solution to realize the reactive power optimization of the distribution network;
[0191] The reactive power optimization model aims at the lowest active power loss, and is simultaneously constrained by equality and inequality.
[0192] The building blocks include: objective function and constraint condition sub-modules;
[0193] The objective function is as follows:
[0194] min f=E(P loss )=∑E(P loss,i,j (P i,j , Q i,j , P G,i,j , Q G,i,j , C i,j ))
[0195] In the formula: E() is ex...
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