Control method of LCL grid-connected inverter based on PI and repetitive control strategy
A repetitive controller and repetitive control technology, applied in AC network circuits, single-grid parallel feeding arrangements, photovoltaic power generation, etc., can solve the problems such as the need to improve the harmonic suppression ability of grid-connected current, complex strategies, and voltage imbalance. To simplify the coordinate transformation and decoupling calculation process, improve the dynamic stability performance, and strengthen the effect of continuous correction
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[0036] The present invention will be further described below in combination with specific embodiments.
[0037] This embodiment provides an optimal design method for a PI+repetitive controller of an LCL photovoltaic inverter. The main circuit diagram of the three-phase LCL photovoltaic grid-connected inverter is as follows: figure 1 Shown, L k and L gk Inductance of inverter side and grid side, e k is the three-phase voltage of the grid, R k , R gk is the parasitic resistance of the inverter side and grid side on the line, where k=a, b, c, when the three phases are balanced, it can be obtained from Kirchhoff’s voltage and current law:
[0038]
[0039] The mathematical model of the grid-connected inverter in the static coordinate system can be obtained by the Clark transformation of formula (1):
[0040]
[0041] where r = α, β. That is, the block diagram of the LCL filter model in the stationary coordinate system can be obtained from formula (2): figure 2 shown. ...
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