Selections from Codes
2002-01-25
4.0-0
Parent
url
<znI87>
This routine solves a system of differential/algebraic equations of the form g(t,y,y'). Backward differentiation formulas are used to solve for y and y' as t varies from an initial T to TOUT. This code is based on an original code by Dr. Linda Petzold, with stepsize selection based on work by Gustaf Söderlind, and a few other changes.
comp_lang:
f77, c
data_type:
Real, Single, Double
OS:
Any
computer:
Any
availability:
Free2some, FreeTrial, Supported, Online docs, Downloadable
ode_type:
Stiff, DAE, Dense Jacobian, Banded Jacobian, Sparse Jacobian
ode_meth:
Multistep, Variable order, Variable stepsize
ode_features:
Interpolation, Constraints
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