The Interactive Coupling Between Power Control Loops in Grid-Forming Inverter Based on Spring-Damper Oscillator Model

In grid-forming (GFM) control, the core of simulating synchronous machines lies in the power loop. However, there is limited research analyzing the interactive coupling between the dynamics of the active power synchronization control loop (APSL) and the reactive power voltage control loop (RPVL) in GFM control from a physical perspective. This paper establishes a third-order nonlinear model of the GFM inverter and compares it with the physical model of a two-degree-of-freedom spring-damper oscillator system. This approach derives the fundamental mapping relationship between the small-signal model of the GFM converter and the physical model. The correctness of the analysis is verified through simulations in MATLAB and PLECS. Finally, based on the constructed two-degree-of-freedom spring-damper oscillator model, the interactive coupling phenomenon between the dynamics of the active and reactive output loops is revealed in a more intuitive manner.

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Publication Details

Published
2024-10-25
DOI
https://doi.org/10.1109/appeec61255.2024.10922548
Primary Topic
Power Systems and Renewable Energy
Type
article
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article

The Interactive Coupling Between Power Control Loops in Grid-Forming Inverter Based on Spring-Damper Oscillator Model

Xiaojun Deng, Junhai Zeng, Dongmei Yang, Yue Geng et al.
Power Systems and Renewable Energy
article

The Interactive Coupling Between Power Control Loops in Grid-Forming Inverter Based on Spring-Damper Oscillator Model

Xiaojun Deng, Junhai Zeng, Dongmei Yang, Yue Geng, Shaoze Zhou, Wei Wang
article en

Abstract

In grid-forming (GFM) control, the core of simulating synchronous machines lies in the power loop. However, there is limited research analyzing the interactive coupling between the dynamics of the active power synchronization control loop (APSL) and the reactive power voltage control loop (RPVL) in GFM control from a physical perspective. This paper establishes a third-order nonlinear model of the GFM inverter and compares it with the physical model of a two-degree-of-freedom spring-damper oscillator system. This approach derives the fundamental mapping relationship between the small-signal model of the GFM converter and the physical model. The correctness of the analysis is verified through simulations in MATLAB and PLECS. Finally, based on the constructed two-degree-of-freedom spring-damper oscillator model, the interactive coupling phenomenon between the dynamics of the active and reactive output loops is revealed in a more intuitive manner.

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