Publications by Bernhard Maschke

• Infinite-dimensional port-Hamiltonian systems with a stationary interface

• Optimal control of port-Hamiltonian systems: Energy, entropy, and exergy

• Remarks on the geometric structure of port-Hamiltonian systems

• Port-Hamiltonian systems with energy and power ports

• Contraction Theory and Differential Passivity in the port-Hamiltonian formalism

• Jet space extensions of infinite-dimensional Hamiltonian systems

• A Case Study of Port-Hamiltonian Systems With a Moving Interface

• Port maps of Irreversible Port Hamiltonian Systems

• On the Generating Functions of Irreversible port-Hamiltonian Systems⋆

• Structure-preserving discretization of a coupled Allen-Cahn and heat equation system

• Optimal control of thermodynamic port-Hamiltonian Systems

• Boundary controlled irreversible port-Hamiltonian systems

• Port Hamiltonian formulation of the solidification process for a pure substance: A phase field approach

• Optimal Control of Port-Hamiltonian Descriptor Systems with Minimal Energy Supply

• Minimizing the energy supply of infinite-dimensional linear port-Hamiltonian systems

• Dissipative port-Hamiltonian Formulation of Maxwell Viscoelastic Fluids

• Irreversible port-Hamiltonian modelling of 1D compressible fluids

• Control of port-Hamiltonian systems with minimal energy supply

• Reduced Order LQG Control Design for Infinite Dimensional Port Hamiltonian Systems

• Dirac and Lagrange Algebraic Constraints in Nonlinear Port-Hamiltonian Systems

• Port Hamiltonian systems with moving interface: a phase field approach

• Linear Boundary Port Hamiltonian Systems defined on Lagrangian submanifolds

• An Object-Oriented Library for Heat Transfer Modelling and Simulation in Open Cell Foams

• Stokes-Dirac operator for Laplacian

• Topological geometric extension of Stokes-Dirac structures for global energy flows

• Geometric spatial reduction for port-Hamiltonian systems

• Geometry of Thermodynamic Processes

• Generalized port-Hamiltonian DAE systems

• Homogeneous Hamiltonian Control Systems Part I: Geometric Formulation

• Port-Hamiltonian modeling of non-isothermal chemical reaction networks

• Weak form of Stokes–Dirac structures and geometric discretization of port-Hamiltonian systems

• Reduced order LQG control design for port Hamiltonian systems

• Discrete port-Hamiltonian formulation and numerical approximation for systems of two conservation laws

• Reduced order controller design for Timoshenko beam: A port Hamiltonian approach

• Building systems from simple hyperbolic ones

• On the passivity based control of irreversible processes: A port-Hamiltonian approach

• Irreversible port-Hamiltonian Approach to Modeling and Analyzing of Non-isothermal Chemical Reaction Networks

• A structured control model for the thermo-magneto-hydrodynamics of plasmas in tokamaks

• Boundary Integrability of Multiple Stokes--Dirac Structures

• Power preserving model reduction of 2D vibro-acoustic system: A port Hamiltonian approach

• Distributed Parameter System Modeling

• Port-Hamiltonian Systems on Graphs

• On alternative Poisson brackets for fluid dynamical systems and their extension to Stokes-Dirac structures

• Feedback equivalence of input–output contact systems

• Irreversible port-Hamiltonian systems: A general formulation of irreversible processes with application to the CSTR

• Modelling and control of multi-energy systems: An irreversible port-Hamiltonian approach

• Port Hamiltonian formulation of a system of two conservation laws with a moving interface

• Multi-Input Multi-Output Integrated Ionic Polymer-Metal Composite for Energy Controls

• Port-Hamiltonian formulation for systems of conservation laws: application to plasma dynamics in Tokamak reactors

• Pseudo-spectral methods for the spatial symplectic reduction of open systems of conservation laws

• Multi-scale distributed parameter modeling of ionic polymer-metal composite soft actuator

• Geometric pseudospectral method for spatial integration of dynamical systems

• On the Hamiltonian formulation of the CSTR

• Port-based modelling of mass transport phenomena

• Exponential Stability of a Class of Boundary Control Systems

• A Hamiltonian perspective to the stabilization of systems of two conservation laws

• Topological geometry and control for distributed port-Hamiltonian systems with non-integrable structures

• A port-Hamiltonian formulation of physical switching systems with varying constraints

• Hybrid port–Hamiltonian systems: From parameterized incidence matrices to hybrid automata

• Dirac structures and Boundary Control Systems associated with Skew-Symmetric Differential Operators

• Hamiltonian discretization of boundary control systems

• Hamiltonian formulation of distributed-parameter systems with boundary energy flow

• Interconnection and damping assignment passivity-based control of port-controlled Hamiltonian systems

• Geometric scattering in robotic telemanipulation

• Port-Controlled Hamiltonian Systems: Modelling Origins and Systemtheoretic Properties