Active power distribution network optimization scheduling model and method considering information system uncertainty
A technology for active distribution network and optimal dispatching, which is applied to AC networks, circuit devices, and AC network circuits of the same frequency with different sources, and can solve problems such as insufficient demand response research work.
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Embodiment 1
[0164] In this example, if figure 2 As shown in the wiring diagram of the IEEE33 node system, it is assumed that the distribution network has only one node connected to the upper-level power grid, and wind power is used to represent random renewable energy, and only changes in active power are considered. Represents a set consisting of n nodes of the distribution network, Represents a collection composed of upper-level grid connection nodes, controllable load nodes, and wind power nodes, The elements are arranged in the order of these three, Represents a collection composed of upper-level grid connection nodes and controllable load nodes. Among them, the collection The number of elements is N B , the number of wind power nodes is N ω , let N P =N B -N ω .
[0165] As introduced in the background technology, there are insufficient problems in the demand response research work in the active distribution network in the prior art, especially in order to solve the ...
Embodiment 2
[0310] A kind of construction method of sensitivity factor matrix described in described step (2):
[0311] According to the voltage complex vector V, the vector X composed of the real part and the imaginary part of the node voltage is obtained,
[0312] X:=[Re{V} T Im{V} T ] T
[0313] Among them, Re{} and Im{} represent the operation of taking real part and imaginary part respectively;
[0314] The sensitivity factor matrix
[0315] The other implementation modes of this embodiment are the same as those of Embodiment 1.
Embodiment 3
[0317] According to Y k :=e k (e k ) T Y
[0318] in, Denotes the nodal admittance matrix, represents the standard vector basis, Represents a set consisting of n nodes of the distribution network,
[0319] get:
[0320]
[0321]
[0322] according to
[0323] in, Represents the capacitance to ground of the π-type equivalent circuit (l, m); y lm Indicates the admittance of the line (l,m); Indicates that n in the distribution network l a collection of lines;
[0324] get:
[0325]
[0326]
[0327]
[0328] but:
[0329] The active and reactive power injected by nodes can be expressed as:
[0330]
[0331] The active and reactive power of branch power flow can be expressed as:
[0332]
[0333] Among them, Tr{} represents the trace of the matrix, Y lm represents the matrix constructed from the admittances of the line (l,m).
[0334] Will P k,inj , Q k,inj Take the derivative of X respectively,
[0335]
[0336] Get the se...
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