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.


References in zbMATH (referenced in 259 articles )

Showing results 221 to 240 of 259.
Sorted by year (citations)

previous 1 2 3 ... 10 11 12 13 next

  1. Leimkuhler, B.; Petzold, L. R.; Gear, C. W.: Approximation methods for the consistent initialization of differential- algebraic equations (1991)
  2. Lubich, Ch.: Extrapolation integrators for constrained multibody systems (1991)
  3. Mack, A.; Weber, H. J.; Roth, P.: A moving grid method applied to one-dimensional non-stationary flame propagation (1991)
  4. van Dijk, J.; Breedveld, P. C.: Simulation of system models containing zero-order causal paths. II: Numerical implications of class 1 zero-order causal paths (1991)
  5. van Dijk, J.; Breedveld, P. C.: Simulation of system models containing zero-order causal paths. I.: Classification of zero-order causal paths (1991)
  6. Barrlund, Anders; Kågström, Bo: Analytical and numerical solutions to higher index linear variable coefficient DAE systems (1990)
  7. Campbell, Stephen L.; Clark, Kenneth D.: Convergence of BDF approximations for nonsolvable differential algebraic equations (1990)
  8. Denk, Georg: An improved numerical integration method in the circuit simulator SPICE2- S (1990)
  9. Kunkel, P.; Mehrmann, V.: Numerical solution of differential algebraic Riccati equations (1990)
  10. Lubich, Ch.; Roche, M.: Rosenbrock methods for differential-algebraic systems with solution- dependent singular matrix multiplying the derivative (1990)
  11. Murray, B. T.; McFadden, G. B.; Coriell, S. R.: Stabilization of Taylor-Couette flow due to time-periodic outer cylinder oscillation (1990)
  12. Petzold, Linda R.: Recent developments in the numerical solution of differential/algebraic systems (1990)
  13. Schryer, N. L.: Designing software for one-dimensional partial differential equations (1990)
  14. Ascher, Uri: On numerical differential algebraic problems with application to semiconductor device simulation (1989)
  15. Berzins, M.; Dew, P. M.; Furzeland, R. M.: Developing software for time-dependent problems using the method of lines and differential-algebraic integrators (1989)
  16. Brenan, K. E.; Campbell, S. L.; Petzold, L. R.: Numerical solution of initial-value problems in differential-algebraic equations (1989)
  17. Dieci, Luca: Some aspects of using IV software to solve BVP via a Riccati transformation (1989)
  18. Hyman, James M.; Larrouturou, Bernard: Dynamic rezone methods for partial differential equations in one space dimension (1989)
  19. Petzold, Linda R.: Recent developments in the numerical solution of differential/algebraic systems (1989)
  20. Rentrop, P.; Roche, M.; Steinebach, G.: The application of Rosenbrock-Wanner type methods with stepsize control in differential-algebraic equations (1989)

previous 1 2 3 ... 10 11 12 13 next