The port-Hamiltonian (pH) theory for distributed parameter systems has developed greatly in
the past two decades. The theory has been successfully extended from finite-dimensional to …

This paper is concerned with the energy shaping of 1-D linear boundary controlled port-
Hamiltonian systems. The energy-Casimir method is first proposed to deal with power …

Infinite-dimensional port-Hamiltonian representation of irreversible processes accounting for
the thermal energy domain is presented. Two examples are studied: the transmission line …

This article studies robust output tracking and disturbance rejection for boundary-controlled
infinite-dimensional Port–Hamiltonian systems including second-order models such as the …

arXiv:2410.12697v1 [math.OC] 16 Oct 2024 Page 1 BIBO STABILITY OF PORT-HAMILTONIAN
SYSTEMS FELIX L. SCHWENNINGER AND ALEXANDER A. WIERZBA* Abstract. We study …

This paper is concerned with the stabilization of tubular reactors in which convection,
dispersion, conduction phenomena as well as chemical reaction take place. The …

In this paper is proposed a thermodynamically consistent port Hamiltonian formulation of
non isothermal reaction diffusion processes. The use of appropriate thermodynamic …

This paper illustrates a general synthesis methodology of asymptotic stabilizing, energy-
based, boundary control laws that are applicable to a large class of distributed port …

This paper is concerned with the energy shaping of 1D linear boundary controlled port-
Hamiltonian systems. The energy-Casimir method is first proposed to deal with power …