
Numerical Solution of Initial-Value Problems in Differential Algebraic Equations
by Brenan, K. E.; Campbell, S. L.; Petzold, Linda RuthBuy New
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Summary
Table of Contents
Preface | |
Introduction: why DAE's? | |
Basic types of DAE's | |
applications | |
Overview | |
Theory of DAE's | |
Iintroduction | |
solvability and the index | |
Linear constant coefficient DAE's | |
Linear time varying DAE's | |
Nonlinear systems | |
Multistep methods | |
Introduction | |
DBF convergence | |
BDF methods, DAE's and stiff problems | |
General linear multistep methods | |
One-step methods | |
Introduction | |
Linear constant coefficient systems | |
Nonlinear index one systems | |
Semi-Explicit Nonlinear Index Two systems | |
Order reduction and stiffness | |
Extrapolation Methods | |
Software and DAE's | |
Introduction | |
Algorithms and Strategies in Dassl | |
Obtaining numerical solutions | |
Solving higher index systems | |
Applications | |
Introduction | |
Systems of rigid bodies | |
Trajectory prescribed path control | |
Electrical networks | |
DAE's arising from the method of lines | |
Bibliography | |
The DAE home page | |
Introduction | |
theoretical advances | |
Numerical analysis advancements | |
DAE software | |
DASSL | |
Supplementary bibliography | |
Index | |
Table of Contents provided by Publisher. All Rights Reserved. |
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