A port-Hamiltonian modeling, ISS control, and energy-conserving simulation framework for grid-forming SVGs that outperforms PI control and standard integrators in numerical tests.
Geometric Nu- merical Integration: Structure-Preserving Algorithms for Ordinary Dif- ferential Equations , volume 31 of Springer Series in Computational Mathematics
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Port-Hamiltonian Control and Structure-Preserving Algorithm for Grid-Forming SVGs
A port-Hamiltonian modeling, ISS control, and energy-conserving simulation framework for grid-forming SVGs that outperforms PI control and standard integrators in numerical tests.