Stiffness, ODE23s, ODE15s

Stiffness, ODE23s, ODE15s

Update: 2016-05-03
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Description

A problem is said to be stiff if the solution being sought varies slowly, but there are nearby solutions that vary rapidly, so the numerical method must take small steps to obtain satisfactory results. The flame model demonstrates stiffness.
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Tumbling Box

Tumbling Box

2016-05-0309:51

Systems of Equations

Systems of Equations

2016-05-0314:16

The MATLAB ODE Suite

The MATLAB ODE Suite

2016-05-0305:34

ODE45

ODE45

2016-05-0306:46

Midpoint Method, ODE2

Midpoint Method, ODE2

2016-05-0306:46

Euler, ODE1

Euler, ODE1

2016-05-0315:22

Laplace Equation

Laplace Equation

2016-04-1213:17

Fourier Series

Fourier Series

2016-04-1216:35

Heat Equation

Heat Equation

2016-04-1210:48

Wave Equation

Wave Equation

2016-04-1215:13

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Stiffness, ODE23s, ODE15s

Stiffness, ODE23s, ODE15s

Cleve Moler