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April 16, 2026IET Generation Transmission & Distribution0 citationsOpen Access

Transient Energy Shaping Strategy for Grid‐Forming Converters Based on the Port‐Hamiltonian Framework

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YFYiwen FanMHMinxiao HanYWYongxin Wu

Key Points

  • The research aims to develop a control strategy to enhance the transient stability of grid-forming converters within converter-based grids without relying on the main grid.
  • Developed a Port-Hamiltonian model for grid-forming converters under virtual synchronous generator control.
  • Employed interconnection and damping assignment passivity-based control to optimize energy shaping.
  • Simulated the proposed method on an IEEE 9-bus converter-based grid to evaluate its effectiveness.
  • The grid-forming converter successfully tracked the desired equilibrium during disturbances.
  • Current-limiting activations were avoided during fault conditions, showcasing improved stability.
  • The proposed method demonstrated superior transient performance compared to the original uncontrolled scenario.

Abstract

ABSTRACT In converter‐based grids (CBGs) without support from the main grid or synchronous generators, grid‐forming converters (GFMs) are responsible for sustaining frequency and voltage stability. However, disturbances or load variations frequently lead to frequency and voltage deviations, and the operating point (OP) of GFM may not align with the desired stable state. Under severe faults, current‐limiting actions may be triggered, potentially leading to instability. This paper proposes a Port‐Hamiltonian (PH) framework‐based control strategy to optimise steady‐state operation and improve transient stability. A PH model of a GFM under VSG control is first derived, including its energy function and the stability region boundary imposed by current‐limiting constraints. Interconnection and damping assignment passivity‐based control (IDA‐PBC) is then employed to shape the system energy so the OP becomes the minimum of the energy function, while a PH‐structured integrator compensates for steady‐state frequency and voltage deviations. Leveraging PH structural properties enables unified modelling, stability analysis, and controller design, while simplifying the proof of closed‐loop stability. Finally, simulations on an IEEE 9‐bus CBG system validate the proposed method: the GFM tracks the desired equilibrium, avoids current‐limiting activation during faults, and returns to the pre‐fault OP with superior transient performance compared to the original uncontrolled case.

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Cite This Study

Fan et al. (2026) studied this question.

synapsesocial.com/papers/69e07dad2f7e8953b7cbea78https://doi.org/10.1049/gtd2.70298
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