DAE: Difference between revisions
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'''Differential-algebraic equation''' systems are systems of equations containing both algebraic variables (for which no derivatives are present) as well as differential variables (for which derivatives are present)<ref>Ascher & Petzold ''Computer methods for ordinary different equations and differential-algebraic equations'', SIAM</ref>. A DAE system is like an implicit ODE system, except that there are additional variables and equations for parameters that are not involved directly in the system dynamics. | '''Differential-algebraic equation''' systems are systems of equations containing both algebraic variables (for which no derivatives are present) as well as differential variables (for which derivatives are present)<ref>Ascher & Petzold ''Computer methods for ordinary different equations and differential-algebraic equations'', SIAM</ref>. A DAE system is like an implicit ODE system, except that there are additional variables and equations for parameters that are not involved directly in the system dynamics. | ||
Revision as of 09:16, 2 August 2010
| NLA |
|---|
| QRSlv |
| CMSlv |
| IPSlv |
| NLP |
| CONOPT |
| IPOPT |
| TRON |
| MINOS |
| Opt |
| NGSlv |
| DAE/ODE |
| IDA |
| LSODE |
| DOPRI5 |
| RADAU5 |
| LA |
| Linsolqr |
| Linsol |
| LP |
| MakeMPS |
| Logic |
| LRSlv |
Differential-algebraic equation systems are systems of equations containing both algebraic variables (for which no derivatives are present) as well as differential variables (for which derivatives are present)[1]. A DAE system is like an implicit ODE system, except that there are additional variables and equations for parameters that are not involved directly in the system dynamics.
DAEs can be solved in ASCEND using the IDA solver, as well as in some case LSODE and DOPRI5.
References
- ↑ Ascher & Petzold Computer methods for ordinary different equations and differential-algebraic equations, SIAM