Structural properties qf linear systems are pointed out directly from the bond graph representation and,fiom the junction structure matrix S. Necessary and sufji'cient conditions are presented,fbr any class of bond graphs usinq the concept of' causal connection between dynumical elements.
Inversion of linear time-invariant SISO systems modelled by bond graph
โ Scribed by R.Fotsu Ngwompo; S. Scavarda; D. Thomasset
- Publisher
- Elsevier Science
- Year
- 1996
- Tongue
- English
- Weight
- 782 KB
- Volume
- 333
- Category
- Article
- ISSN
- 0016-0032
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โฆ Synopsis
Two diJferent alyorithms for derivin9 the inverse system state equations from a bond graph model are presented. The first method is based on the causal path analysis and it leads to the full-order inverse system. The second method which is procedural relies on the concept of bicausality and the state equations obtained from the resulting alyorithm are those of a reduced inverse system. In both cases, some illustrative examples are given. The advantayes of these methods are that they can easily be implemented in software usin 9 an algorithm of causality assiynment and a procedure of causal paths analysis in a bond graph. Formal calculations of matrices are then avoided in the first case and also formal state transformations are not necessary to obtain the reduced inverse system in the second case.
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