In the theory of electrical or electromechanical circuits different methods are known for construction of mathematical model. In this paper another, alternative method is introduced that is based on Hamilton variational principle that is generally valid in physics
This book provides a strong mathematical grounding in the use of variational principles to analyse d...
An analysis method of electric circuits which adopts indefinite integrals of current and voltage is ...
We develop a method for systematically constructing Lagrangian functions for dissipative mechanical,...
The necessary and sufficient conditions of the validity of Hamilton’s variational principle for circ...
In order to provide a vision of power electrical engineering for future energy-supply crossroads and...
The variational principle of extremum is stated and proved for electromechanical systems of arbitrar...
We study the dynamical equations of nonlinear inductor-capacitor circuits. We present a novel Lagran...
The variational optimum principle for electric power systems, which are in essence non-linear electr...
The use of the variational formulation of power and energy functionals in the analysis of electric a...
Abstract: Purpose - The paper seeks to do the following. To provide an expression of the electromagn...
In the paper a mathematical model of an electric power system is presented. The system consists of d...
Abstract:- The principles of the minimum dissipated power are extremely important in the analysis of...
The development of variational inequalities methods to study circuits in electronics is a recent res...
Abstract:- The use of the power and energy functional in the analysis of the electric circuits makes...
International audienceTo bring a vision of electrical engineering for future energy challenges, the ...
This book provides a strong mathematical grounding in the use of variational principles to analyse d...
An analysis method of electric circuits which adopts indefinite integrals of current and voltage is ...
We develop a method for systematically constructing Lagrangian functions for dissipative mechanical,...
The necessary and sufficient conditions of the validity of Hamilton’s variational principle for circ...
In order to provide a vision of power electrical engineering for future energy-supply crossroads and...
The variational principle of extremum is stated and proved for electromechanical systems of arbitrar...
We study the dynamical equations of nonlinear inductor-capacitor circuits. We present a novel Lagran...
The variational optimum principle for electric power systems, which are in essence non-linear electr...
The use of the variational formulation of power and energy functionals in the analysis of electric a...
Abstract: Purpose - The paper seeks to do the following. To provide an expression of the electromagn...
In the paper a mathematical model of an electric power system is presented. The system consists of d...
Abstract:- The principles of the minimum dissipated power are extremely important in the analysis of...
The development of variational inequalities methods to study circuits in electronics is a recent res...
Abstract:- The use of the power and energy functional in the analysis of the electric circuits makes...
International audienceTo bring a vision of electrical engineering for future energy challenges, the ...
This book provides a strong mathematical grounding in the use of variational principles to analyse d...
An analysis method of electric circuits which adopts indefinite integrals of current and voltage is ...
We develop a method for systematically constructing Lagrangian functions for dissipative mechanical,...