Add to ORKGThe Lagrangian formalism earlier defined for (switching) electrical circuits, is adapted to the Lagrangian formalism defined on Lie algebroids. This allows us to define regular Lagrangians and consequently, well-defined Hamiltonian descriptions of arbitrary LC networks. The relation with other Hamiltonian approaches is also analyzed and interpreted.
AbstractCharacterisations of symplectic and orthogonal Lagrangian matroids in terms of basis exchang...
The aim of this paper is to provide an intrinsic Hamiltonian formulation of the equations of motion ...
In this note we propose the formulation of the dynamics of LC-circuits containing elements in excess...
The Lagrangian formalism earlier defined for (switching) electrical circuits, is adapted to the Lagr...
The Lagrangian formalism defined by Scherpen et al. (2000) for (switching) electrical circuits, is a...
This paper presents two new choices of regular Lagrangians for the dynamical description of non-swit...
First, the dynamics of LC-circuits are formulated as a Hamiltonian system defined with respect to a ...
The work covers the development of Lagrangian formalism for investigation of systems with connection...
In this paper, we apply Dirac structures and the associated theory of implicit Lagrangian systems to...
In solving field problems, for example problems of electrodynamics, we commonly use the Lagrangian a...
AbstractCharacterisations of symplectic and orthogonal Lagrangian matroids in terms of basis exchang...
The aim of this paper is to provide an intrinsic Hamiltonian formulation of the equations of motion ...
In this note we propose the formulation of the dynamics of LC-circuits containing elements in excess...
The Lagrangian formalism earlier defined for (switching) electrical circuits, is adapted to the Lagr...
The Lagrangian formalism defined by Scherpen et al. (2000) for (switching) electrical circuits, is a...
This paper presents two new choices of regular Lagrangians for the dynamical description of non-swit...
First, the dynamics of LC-circuits are formulated as a Hamiltonian system defined with respect to a ...
The work covers the development of Lagrangian formalism for investigation of systems with connection...
In this paper, we apply Dirac structures and the associated theory of implicit Lagrangian systems to...
In solving field problems, for example problems of electrodynamics, we commonly use the Lagrangian a...
AbstractCharacterisations of symplectic and orthogonal Lagrangian matroids in terms of basis exchang...
The aim of this paper is to provide an intrinsic Hamiltonian formulation of the equations of motion ...
In this note we propose the formulation of the dynamics of LC-circuits containing elements in excess...