Comprehensive design method of controller parameters for
In Section 2, the three-phase LCL-type grid-connected inverter is modelled, and its characteristic equation is derived.
Main contributions are summarized as follows. A unified admittance model of the LCL -type grid-connected inverter is developed for inverter-side and grid-side current control to facilitate the passivity-based stability analysis and the study of the effect of control delay and CVF-AD on the passivity properties of inverter output admittance.
In order to enhance the passivity of LCL-type grid-connected inverters, various admittance shaping methods have been proposed, which mainly reshape the admittance from four perspectives: current regulator, control delay, active damping, and passive damping.
The three-phase LCL grid-connected inverter can be obtained as shown in Fig. 1. Here, Lk and Lgk are the filter inductor and equivalent resistance, ek is the three-phase voltage of the grid, and Rk and Rgk are the inverter-side and grid-side parasitic resistance on the line, respectively, where k = a, b, c.
The compound control strategy of PI + Grid voltage feed-forward control is to suppress current harmonics of the system (Cai et al. 2018). Although the grid-connected current harmonics are suppressed, the dynamic performance of the system needs to be further improved.
In Section 2, the three-phase LCL-type grid-connected inverter is modelled, and its characteristic equation is derived.
This paper proposes a comprehensive design method of controller parameters for a three‐phase LCL‐type grid‐connected inverter based on the D‐partition method, obtaining a
In this paper, the model of the LCL filter is analyzed and numerical algorithms are adopted to analyze the stability of the closed
By carefully dealing with the interaction between the current regulator and active damping, the complete satisfactory regions of the controller parameters for meeting the system
To ensure the system stability and further improve the dynamic performance in a weak grid, a control parameter design method
A unified admittance model of the LCL -type grid-connected inverter is developed for inverter-side and grid-side current control to facilitate the passivity-based stability analysis and the
To ensure the system stability and further improve the dynamic performance in a weak grid, a control parameter design method with multi-constrains considering the system bandwidth for
To solve this problem, this paper establishes a small-signal model of LCL grid-connected inverters and analyzes the stability region of the external loop control parameters of the system
In order to maintain the steady state operation of the system and reduce the resonance, the current double closed loop control decision with a PI controller is often adopted. However, the PI...
In this paper, an improved control method is proposed by introducing a compensation unit. The compensation unit can effectively compensate the system''s phase around the crossover
In this paper, the model of the LCL filter is analyzed and numerical algorithms are adopted to analyze the stability of the closed-loop control system and stable regions are deduced
In the design process of this article, an optimization scheme based on PI + repetitive control strategy in two-phase stationary frame is proposed by modeling the LCL-type grid-connected
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