Moving-Boundary Port-Hamiltonian Systems
In this paper, we consider linear boundary port-Hamiltonian distributed parameter systems on a time-varying spatial domain. We derive the specific time-varying Dirac structure that these systems give rise to and use it to formally establish a new class of moving-boundary port-Hamiltonian systems by showing that these distributed parameter systems on a ...
Meijer, T. J., Das, A., Weiland, S.
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Port hamiltonian modeling of MSMA based actuator: toward a thermodynamically consistent formulation.
International audienceThis paper presents a thermodynamically consistent model of MSMA (Magnetic Shape Memory Alloys) under port Hamiltonian framework. It is based on previous works on MSMA proposed in (Gauthier et al., 2008; Calchand et al., 2011).
Calchand, Nandish +2 more
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Port-Hamiltonian Systems’ Modelling in Electrical Engineering
12 pages, 0 ...
Bartel, Andreas +4 more
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Data-Driven Parameter Identification of Synchronous Generators: A Three-Stage Framework with State Consistency and Grid Decoupling. [PDF]
Peykarporsan R +3 more
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Quantum dynamics and squeezing in a noiseless cavity mode driven by a coherent three-level atom. [PDF]
Awol B, Mekuye B, Tamina M.
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Symplectic physics-embedded learning via Lie groups Hamiltonian formulation for serial manipulator dynamics prediction. [PDF]
Wang F, Chen L, Ding J.
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Characterizing many-body dynamics with projected ensembles on a superconducting quantum processor. [PDF]
Yan Z +5 more
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Enhancement of signal-to-noise ratio at a high-order exceptional point of coherent perfect absorption. [PDF]
Wang ZQ +6 more
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Conservative port-to-port funneling of light in nonlinear photonic lattices. [PDF]
Pyrialakos GG +7 more
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Geometric Neural Ordinary Differential Equations: From Manifolds to Lie Groups. [PDF]
Wotte YP, Califano F, Stramigioli S.
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