Analysis and simulation of non-linear inverse systems are sometimes necessary in the design of control systems particularly when trying to determine an input control required to achieve some predefined output specifications. But unlike physical systems which are proper, the inverse systems are very often improper leading to numerical problems in simulation as their models sometimes have a high index when written in the form of differential-algebraic equations (DAE). This paper provides an alternative approach whereby performance specifications and the physical system are combined within a single bond graph leading to a greatly simplified simulation problem
Conventional bond graph theory is predicated on the notion that a bond has a single causal stroke: ...
Nowadays, engineering systems are becoming increasingly complex and, for design purposes, must be co...
One of the demanding steps in the design and development of Mechatronic systems is to develop the in...
A physical interpretation of the inverse dynamics of linear and nonlinear systems is given in terms...
Abstract: In a variety of fields, system inversion is often required in order to determine inputs fr...
AbstractThe work shows the use of Bond Graph formalism for modeling dynamic systems. As an example a...
Qualitative simulation with traditional quantity space of physical systems is often inaccurate and a...
A bond graph (BG) based methodology for non-linear control system synthesis is presented through its...
Modeling and simulation form an integral role in the engineering design process. An accurate mathema...
Bond graphs are primarily used in the network modelling of lumped parameter physical systems, but co...
The bond-graph method used in the analysis of system dynamics problems leads to a system containing ...
Bond graphs are primarily used in the network modeling of lumped parameter physical systems, but con...
Bond graph is the methodology for modeling multidisciplinary dynamic system. They are succinct picto...
[[abstract]]In this paper, the physical characteristics of the bond-graph representation are exploit...
International audienceThis paper addresses the issue of hard nonlinearities encountered in the field...
Conventional bond graph theory is predicated on the notion that a bond has a single causal stroke: ...
Nowadays, engineering systems are becoming increasingly complex and, for design purposes, must be co...
One of the demanding steps in the design and development of Mechatronic systems is to develop the in...
A physical interpretation of the inverse dynamics of linear and nonlinear systems is given in terms...
Abstract: In a variety of fields, system inversion is often required in order to determine inputs fr...
AbstractThe work shows the use of Bond Graph formalism for modeling dynamic systems. As an example a...
Qualitative simulation with traditional quantity space of physical systems is often inaccurate and a...
A bond graph (BG) based methodology for non-linear control system synthesis is presented through its...
Modeling and simulation form an integral role in the engineering design process. An accurate mathema...
Bond graphs are primarily used in the network modelling of lumped parameter physical systems, but co...
The bond-graph method used in the analysis of system dynamics problems leads to a system containing ...
Bond graphs are primarily used in the network modeling of lumped parameter physical systems, but con...
Bond graph is the methodology for modeling multidisciplinary dynamic system. They are succinct picto...
[[abstract]]In this paper, the physical characteristics of the bond-graph representation are exploit...
International audienceThis paper addresses the issue of hard nonlinearities encountered in the field...
Conventional bond graph theory is predicated on the notion that a bond has a single causal stroke: ...
Nowadays, engineering systems are becoming increasingly complex and, for design purposes, must be co...
One of the demanding steps in the design and development of Mechatronic systems is to develop the in...