2013
DOI: 10.3182/20130904-3-fr-2041.00193
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Optimality of passivity-based controls for distributed port-Hamiltonian systems

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Cited by 5 publications
(2 citation statements)
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“…In Malzer et al (2019); Rams & Schöberl (2017); , control by interconnection in terms of Casimir generation is analysed in the context of dpH systems described using the jet bundle formulation, and not through skew-adjoint operators. In Nishida et al (2013) optimal control for dpH systems has been used to derive passivity based control laws in a differential geometric setting. A numerical algorithm is then proposed to control a flexible beam with large deformations.…”
Section: Other Control Methodsmentioning
confidence: 99%
“…In Malzer et al (2019); Rams & Schöberl (2017); , control by interconnection in terms of Casimir generation is analysed in the context of dpH systems described using the jet bundle formulation, and not through skew-adjoint operators. In Nishida et al (2013) optimal control for dpH systems has been used to derive passivity based control laws in a differential geometric setting. A numerical algorithm is then proposed to control a flexible beam with large deformations.…”
Section: Other Control Methodsmentioning
confidence: 99%
“…In Schöberl and Siuka [2011]; ; Rams and Schöberl [2017]; Malzer et al [2019], control by interconnection in terms of Casimir generation is analysed in the context of dpH systems described using the jet bundle formulation and not using skew-adjoint operators. In Nishida et al [2013], optimal control for dpH systems has been used to derive passivity based control laws in a differential geometric setting. A numerical algorithm is then proposed to control a flexible beam with large deformations.…”
Section: Other Control Methodsmentioning
confidence: 99%