Steady-State Brusselator with Diffusion
The system is the same as the one in WOBexa1.
Scaling the independent variable according to t:=x/L leads to the system of four ODEs of the first order
with boundary conditions
The ordinary differential equations describe the spatial
dependence of the two chemicals X and Y along a reactor with
This Brusselator model
equation has a great number of solutions ; some are
represented in the branching diagram of Figure 1, which depicts
y2(0)=X'(0) versus .
One nontrivial bifurcation point is found for
Bifurcation diagram X'(0) versus
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