DASSL
Subroutine DDASSL uses the backward differentiation formulas of orders one through five to solve a system of the above form for Y and YPRIME. Values for Y and YPRIME at the initial time must be given as input. These values must be consistent, (that is, if T,Y,YPRIME are the given initial values, they must satisfy G(T,Y,YPRIME) = 0.). The subroutine solves the system from T to TOUT. It is easy to continue the solution to get results at additional TOUT. This is the interval mode of operation. Intermediate results can also be obtained easily by using the intermediate-output capability.
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References in zbMATH (referenced in 259 articles )
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Sorted by year (- Vu-Quoc, L.; Olsson, M.: A computational procedure for interaction of high-speed vehicles on flexible structures without assuming known vehicle nominal motion (1989)
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