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In this paper, we propose to study the inversion of multivariable linear time varying systems modelled by bond-graph approach. Thus, an analysis method based on non-commutative differential algebra concepts is presented. The inverse and the reduced inverse models are studied in function of the decouplability of multivariable LTV system. To show the interest of this new method, several applications...
The study of the inversion of multivariable linear time varying systems modelled by bond-graph is proposed in this paper. An analysis method based on non-commutative differential algebra concepts is presented. The inverse and the reduced inverse models are studied depending on the decouplability of the multivariable LTV system. To show the interest of this new approach, two applications have been...
The study of the infinite structure of linear time varying systems modeled by bond-graph is proposed in the paper. Firstly, a new bond-graph ring model is presented and the correspondence between the bond graph ring model and the module theory is proposed. Secondly, the Riegle rule is used in order to obtain the input-output representation. Graphical rules are proposed to study the infinite structure...
The study of the infinite structure of linear time varying systems modeled by bond-graph is proposed in the paper. Firstly, a new bond-graph ring model is presented and the correspondence between the bond graph ring model and the module theory is proposed. Secondly, the Riegle rule is used in order to obtain the input-output representation. Graphical rules are proposed to study the infinite structure...
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