Brusselator
Sign in to savethumb|right|350px|Top: The Brusselator in the unstable regime (A=1, B=3): The system approaches a limit cycle Bottom: The Brusselator in a stable regime with A=1 and B=1.7: For B2 the system is stable and approaches a fixed point.
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Vinony's link graph records 12 inbound references to Brusselator, and connects out to Lotka–Volterra equations, Brussels-Capital Region and Wayback Machine.
It sits within the topics Chaotic maps, Non-equilibrium thermodynamics and Ordinary differential equations.
Vinony links it to 8 Wikipedia language editions.
Wikidata facts
- Subclass of
- mathematical model
- Image
- MATLAB Brusselator.png
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- Commons category
- Brusselator
- maintained by WikiProject
- WikiProject Mathematics
- represents
- autocatalysis
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~2 min read
Encyclopedic overview
2 sectionsContents
- See also
- References
thumb|right|350px|Top: The Brusselator in the unstable regime (A=1, B=3): The system approaches a limit cycle Bottom: The Brusselator in a stable regime with A=1 and B=1.7: For B2 the system is stable and approaches a fixed point.
thumb|Simulation of the Brusselator as reaction diffusion system in two spatial dimensions
Excerpted from Wikipedia’s “Brusselator” article, available under the CC BY-SA 4.0 licence.