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As the active power of inverter 2 increases, the system transitions from stability to instability. Decreasing the active power of inverter 1 restores stability to the system. These variations in system stability are consistent with Fig. 15, confirming the applicability of the proposed algorithm to the grid-connected multi-inverter system. Fig. 14.
According to Fig. 5, the stability limit of the active power calculated through (18) is 23 76 kW for the grid-connected inverter with a PLL bandwidth of 100 Hz and reactive power of 0 kvar. Therefore, the actual values of determinant zeros of the aggregated impedance are calculated for inverter active power of 23 7 kW and 23 8 kW, respectively.
The circuit and control parameters for the grid-connected inverter system depicted in Fig. 1 are presented in Table 1. The current control loop bandwidth is 63 8 Hz, ensuring superior dynamic tracking characteristics of the current response. The short-circuit ratio is 1.7, corresponding to a weak grid.
The grid strength is varied so that the short-circuit ratios are 1.5, 1.7, and 2. The SSSRs of the grid-connected inverter are quantified using these two algorithms under each of these three sets of grid conditions.
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