In this work, we propose an innovative approach for the dynamical analysis of a periodi-cally-forced system. It consists of constructing a discrete map that can be studied using a pop-ular and robust continuation code (AUTO). The proposed method is applied to a system of two CSTR with a periodically inverted feed, previously studied via direct simulation by Żu-kowski and Berezowski. The new approach reproduces all previously identified behavior, and discovers new details of the system bifurcations.

Bifurcation analysis of periodically forced systems via continuation of a discrete map

MANCUSI E
;
G. CONTINILLO
2001

Abstract

In this work, we propose an innovative approach for the dynamical analysis of a periodi-cally-forced system. It consists of constructing a discrete map that can be studied using a pop-ular and robust continuation code (AUTO). The proposed method is applied to a system of two CSTR with a periodically inverted feed, previously studied via direct simulation by Żu-kowski and Berezowski. The new approach reproduces all previously identified behavior, and discovers new details of the system bifurcations.
978-0-444-50709-9
Parametric Continuation; Poincaré maps; Periodically forced Reactors
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Utilizza questo identificativo per citare o creare un link a questo documento: https://hdl.handle.net/20.500.12070/13107
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