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Chaos and Hyperchaos in a Model of the Belousov-Zhabotinsky Reaction in a Batch Reactor
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Jose Manuel Nieto-Villar
Published/Copyright:
July 5, 2005
Abstract
A simplification down to twenty six reaction steps of twenty species from the Gyorgyi, Turanyi and Field model (GTF) with eighty steps and twenty six species of the Belousosv-Zhabotinsky reaction is shown to be enough to account for recently available experimental results obtained by Rouff in a batch reactor. The bromate concentration was used as the control parameter for the system. Upon variation of this parameter we see the evolution of the system from an excitable steady-state to a limit cycle, then to a subsequent hyperchaotic regime through crisis, and back to a steady-state.
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Published Online: 2005-07-05
Published in Print: 2001-02-02
Copyright (c)2000 by Walter de Gruyter GmbH & Co. KG
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Articles in the same Issue
- Guest Editorial
- On the Role of Porosity in the Stokes Flow Around a Solid Particle
- Permanent Excitation of Standing Gravity Surface Waves by the Resonant Coalescence of Non-Coalescent Cold and Hot Pure Liquid
- Molecular Description of the Surface Tension of Curved Interfaces
- The Effect of Surfactants on Marangoni Convection in the Isobutanol/Water System
- Generalized Separation of Variables in Nonlinear Heat and Mass Transfer Equations
- Chaos and Hyperchaos in a Model of the Belousov-Zhabotinsky Reaction in a Batch Reactor
- Anomalous Damping of Capillary Waves With Surfactant Solutions
- A New Discrete Model for the Non-Isothermic Dynamics of the Exothermic CO-Oxidation on Palladium Supported Catalyst
- Foam Microgeometry
- Instabilities By Local Heating Below an Interface
- Oscillatory Instability and High-Frequency Wave Modes in a Marangoni-Bénard Layer with Deformable Free Surface
