The Oregonator is a set of stiff ODE’s that have significantly different settling times for each of the variables, thus making it numerically challenging to solve. The W-method with the error estimate and the adaptive step-size control was put to test to solve the Oregonator problem with the following values:
The initial values used were y1(0)=y3(0)=400, y2(0)=1. The solution is shown below with a log-scale for the ordinate.
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