About Internal circulation and resonance of microgrid
The impedance model is widely used in microgrids, with the advantages of low computational complexity and simplicity, and it provides a way for the theoretical study of complex systems. Many studies on the stability analysis and suppression strategies of multi-inverter parallel systems have been conducted.
The impedance model is widely used in microgrids, with the advantages of low computational complexity and simplicity, and it provides a way for the theoretical study of complex systems. Many studies on the stability analysis and suppression strategies of multi-inverter parallel systems have been conducted.
The Ref. [24] presents a novel approach to enhance the performance of DC-isolated microgrids that are powered by renewable energy sources. The proposed method involves the implementation of a cooperative controller, which aims to improve voltage synchronization, minimize ripples, and reduce steady-state errors.
The authors conducted the reviews according to keywords related to small-signal stability performances of the microgrid (MG), such as state space model, dynamic response, oscillatory stability, small-signal stability, critical modes, resonance, and impedance analysis.
In this paper, we have derived and analyzed a formula for the dynamic stability of microgrids and shown that the VSG expressed in the first-order equation can realize a stable grid without causing resonance among the generators and the loads.
This proposal introduces an analytical optimization technique designed to enhance the efficiency of paralleled inverters in microgrid systems while minimizing circulating current.
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