In this paper we first assess the symmetry properties of a periodically forced network of reactors. Then, by making use of symmetry properties, the dynamic behaviour of the system is characterised. Bifurcation diagrams are derived with a continuation technique based on a suitable map, and symmetric and non-symmetric regimes are detected and described Possible bifurcation scenarios and, in particular, symmetry-breaking bifurcations are discussed.
NON LINEAR DYNAMICS OF A NETWORK OF REACTORS WITH PERIODICAL FEED SWITCHING
Mancusi E;
2002-01-01
Abstract
In this paper we first assess the symmetry properties of a periodically forced network of reactors. Then, by making use of symmetry properties, the dynamic behaviour of the system is characterised. Bifurcation diagrams are derived with a continuation technique based on a suitable map, and symmetric and non-symmetric regimes are detected and described Possible bifurcation scenarios and, in particular, symmetry-breaking bifurcations are discussed.File in questo prodotto:
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