Coefficient-level conditions are given for proportional and proportional-derivative output feedback that render linear pH descriptor systems regular, impulse-free, asymptotically stable, and port-Hamiltonian without explicit pH forms.
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An enhanced JR-decomposition is proposed to relax standard restrictions and enable energy-conforming splitting for port-Hamiltonian MNA circuit models, illustrated by a numerical example.
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Coefficient-level output-feedback stabilization of linear port-Hamiltonian descriptor systems
Coefficient-level conditions are given for proportional and proportional-derivative output feedback that render linear pH descriptor systems regular, impulse-free, asymptotically stable, and port-Hamiltonian without explicit pH forms.
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Structure-Preserving Operator Splitting via JR-Decomposition for Circuit Models
An enhanced JR-decomposition is proposed to relax standard restrictions and enable energy-conforming splitting for port-Hamiltonian MNA circuit models, illustrated by a numerical example.