1. A station location-allocation optimization problem in star-star pipeline network layout.
- Author
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Zhou, Jun, Chen, Yulin, Liang, Guangchuan, and Zhou, Liuling
- Subjects
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OIL fields , *GAS fields , *STAR-branched polymers , *INDUSTRIAL capacity , *LINEAR programming , *POLYMER networks , *MATHEMATICAL programming , *PETROLEUM industry , *MIXED integer linear programming - Abstract
The oil and gas field surface gathering pipeline network is an important hub for transporting oil and gas products outward, and its optimal design is crucial to reducing the construction cost of the pipeline system. Star-star topology is often applied to the layout of surface gathering pipeline networks in oil and gas fields. However, the optimization of star-star topology is often carried out under the constraint of the fixed station type, which may easily lead to a waste of station capacity and increase investment or make the optimization results meaningless. In this article, a mixed integer linear programming mathematical model for the overall optimization of star-star pipeline network layout considering the station location-allocation problem is constructed in discrete space with coupled station type constraints, and the branch-and-bound method is used to obtain the global optimal solution. Three cases verify the feasibility and effectiveness of the model and algorithm. The results show that the maximum avoided capacity waste is 20 × 104 m3/d and the maximum investment can be reduced by 8961.6 × 104 Yuan, which shows that the proposed model can effectively improve the economy and rationality of the pipeline system, and has important guiding significance for the construction of oil and gas fields. [ABSTRACT FROM AUTHOR]
- Published
- 2024
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