Transmission gas pipeline network consume significant amounts of energy. Then, minimizing the energy requirements is a challenging task. Due to the nonlinearity and poor knowledge of the system states, several results, based on the optimal control theory, are obtained only for simple configurations. In this paper an optimization scheme in the face of varying demand is carried out. It is based on the use of a dynamic simulation program as a plant model and the Pareto set technique to sell out useful experiments. Experiments are used for the identification of regression models based on an original class of functions. The nonlinear programming algorithm results. Its connection with regression models permits the definition off-line and for a long time horizon, of the optimal discharge pressure trajectory for all the compressor stations. The use of adaptive algorithms, with high frequency, permits to cancel the effect of unknown disturbances and errors in demand forecasts. In this way, an on-line optimization scheme using data of SCADA system is presented.
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1996 1st International Pipeline Conference
June 9–13, 1996
Calgary, Alberta, Canada
Conference Sponsors:
- Pipeline Division
ISBN:
978-0-7918-4021-4
PROCEEDINGS PAPER
Gas Pipeline Optimization Using Adaptive Algorithms
Abdelnacer Smati,
Abdelnacer Smati
INH, Boumerdes, Algeria
Search for other works by this author on:
Nordine Zemmour
Nordine Zemmour
INH, Boumerdes, Algeria
Search for other works by this author on:
Abdelnacer Smati
INH, Boumerdes, Algeria
Nordine Zemmour
INH, Boumerdes, Algeria
Paper No:
IPC1996-1932, pp. 1197-1202; 6 pages
Published Online:
October 21, 2016
Citation
Smati, A, & Zemmour, N. "Gas Pipeline Optimization Using Adaptive Algorithms." Proceedings of the 1996 1st International Pipeline Conference. Volume 2: Design, Construction, and Operation Innovations; Compression and Pump Technology; SCADA, Automation, and Measurement; System Simulation; Geotechnical and Environmental. Calgary, Alberta, Canada. June 9–13, 1996. pp. 1197-1202. ASME. https://doi.org/10.1115/IPC1996-1932
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