Simultaneous computation within a sequential process simulation tool

“Simultaneous computation within a sequential process simulation tool”

Authors: G. Endrestøl, Terje Sira, Monica Østenstad, Tahir I. Malik, M. Meeg and J. Thrane,
Affiliation: Institute for Energy Technology (IFE) and NorControl Simulation AS
Reference: 1989, Vol 10, No 4, pp. 203-211.

Keywords: Dynamic process simulation, sequential modular simulator, simultaneous network solution

Abstract: The paper describes an equation solver superstructure developed for a sequential modular dynamic process simulation system as part of a Eureka project with Norwegian and British participation. The purpose of the development was combining some of the advantages of equation based and purely sequential systems, enabling implicit treatment of key variables independent of module boundaries, and use of numerical integration techniques suitable for each individual type of variable. For training simulator applications the main advantages are gains in speed due to increased stability limits on time steps and improved consistency of simulation results. The system is split into an off-line analysis phase and an on-line equation solver. The off-line processing consists of automatic determination of the topological structure of the system connectivity from standard process description files and derivation of an optimized sparse matrix solution procedure for the resulting set of equations. The on-line routine collects equation coefficients from involved modules, solves the combined sets of structured equations, and stores the results appropriately. This method minimizes the processing cost during the actual simulation. The solver has been applied in the Veslefrikk training simulator project.

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PDF (674 Kb) DOI: 10.4173/mic.1989.4.2

DOI forward links to this article:

[1] Ingunn Olsen, Guttorm Olav Endrestøl and Terje Sira (1997), doi:10.1016/S0098-1354(97)87501-1

[2] D. Cameron, C. Clausen and W. Morton (2002), doi:10.1016/S1570-7946(02)80019-0

[3] H.C. Riksheim and T. Hertzberg (1998), doi:10.1016/S0098-1354(98)00153-7

[4] Petter Lundstrøm, Terje Sira and Tor Ausen (1997), doi:10.1016/S0098-1354(97)87651-X

References:
[1] BROSILOW, C.B., LIU, Y.-C., COOK, J. KLATT, J. (1985). Modular integration methods for simulation of large scale dynamic systems, International Seminar on Modern Methods in Dynamical Simulation of Industrial Processes. The Norwegian Institute of Technology, Trondheim, May 20-22, 1985.
[2] DUFF, I.S., ERISMAN, A.M. REID, J.K. (1986). Direct Methods for Sparse Matrices, Oxford University Press.
[3] GEAR, C.W. (1971). Numerical Initial Value Problems in Ordinary Differential Equations, Prentice-Hall, Inc., Englewood Cliffs, New Jersey.
[4] HAGEMAN, L.A. YOUNG, D.M. (1981). Applied Iterative Methods, Academic Press, Inc., New York.
[5] HILLESTAD, M. HERTZBERG, A. (1986). Dynamic simulation of chemical engineering systems by the sequential modular approach, Modeling, identification and Control, 7, 107-127 doi:10.4173/mic.1986.3.1

BibTeX:
@article{MIC-1989-4-2,
  title={{Simultaneous computation within a sequential process simulation tool}},
  author={Endrestøl, G. and Sira, Terje and Østenstad, Monica and Malik, Tahir I. and Meeg, M. and Thrane, J.},
  journal={Modeling, Identification and Control},
  volume={10},
  number={4},
  pages={203--211},
  year={1989},
  doi={10.4173/mic.1989.4.2},
  publisher={Norwegian Society of Automatic Control}
};

Article

“Simultaneous computation within a sequential process simulation tool”