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- 1
- Special issue: parallel methods for ordinary differential
equations, Applied Numerical Mathematics 11 (1993).
- 2
- Bellen, A. and M. Zennaro (1993), in [1], 1-2.
- 3
- Cofer, H. N. and M. A. Stadtherr, Hybrid direct/iterative sparse matrix techniques for process
simulation, AIChE Annual Meeting, San Francisco (1994).
- 4
- Duff, I. S., A. M. Erisman and J. K. Reid, Direct methods for sparse matrices,
Oxford University Press, London (1986).
- 5
- Moe, H. I. and T. Hertzberg, Advanced computer architectures applied
in dynamic process simulation: a review, Computers Chem. Engng.
18, S375-S384 (1994).
- 6
- Paloschi, J., Steps towards steady state simulation on MIMD machines: solving nonlinear equations,
paper 223c, AIChE Annual Meeting, San Francisco (1994).
- 7
- Saad, Y. and M. Schultz, GMRES: a generalized minimal residual algorithm for solving
nonsymmetric linear systems, SIAM J. Sci. Stat. Computing 7. 856-869 (1986).
- 8
- Secchi, A. R., M. Morari and E. C. Biscaia Jr, The waveform relaxation method
in the concurrent dynamic process simulation, Computers Chem. Engng. 17, 683-704 (1993).
- 9
- Skjellum, A., Concurrent dynamic simulation: multicomputer algorithms research applied to ordinary
differential-algebraic process system in chemical engineering, Ph. D. Thesis, California Institute of
Technology, Pasadena, CA. (1990).
- 10
- Vegeais, J. A. and M. A. Stadtherr, Vector processing strategies for chemical process flowsheeting,
AIChE Journal 36, 1687-1696 (1990)
- 11
- Zitney, S. E., L. Brull, L. Lang and R. Zeller, Plantwide dynamic simulation on supercomputers:
modeling a BAYER distillation process, Presented at FOCAPD'94, Snowmass Village, CO, July 10-15 (1994).
- 12
- Zitney, S. E. and M. A. Stadtherr, Frontal algorithms for equation-based
chemical process flowsheeting on vector and parallel computers, Computers Chem. Engng.
17, 319-338 (1993)
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