石油炼制与化工 ›› 2026, Vol. 57 ›› Issue (11): 130-139.

• 控制与优化 • 上一篇    下一篇

基于数学规划-启发式算法的原油调度优化技术

滕飞1,董森2,王雁君1,周智菊1   

  1. 1. 中石化石油化工科学研究院有限公司
    2. 中国石化集团扬子石油化工有限公司
  • 收稿日期:2026-04-24 修回日期:2026-07-24 出版日期:2026-11-12 发布日期:2026-10-19
  • 通讯作者: 周智菊 E-mail:zhouzhiju.ripp@sinopec.com

A HYBRID MATHEMATICAL PROGRAMMING-EXPERT SYSTEM APPROACH FOR CRUDE OIL SCHEDULING OPTIMIZATION

  • Received:2026-04-24 Revised:2026-07-24 Online:2026-11-12 Published:2026-10-19

摘要: 为解决炼化企业因原油调度约束复杂、计划多变、储罐资源紧张等因素造成调度方案智能优化难度高的问题,开发了一种融合数学规划与启发式算法的混合原油调度优化模型。该模型主要框架为原油加工排产数学规划模型和原油日调度启发式模型串联,优化流程为:在满足通用约束条件和该企业定制约束条件的前提下,先由原油加工排产数学规划模型编排优化该厂两套蒸馏装置的进料方案;然后,基于该优化进料方案,由原油日调度启发式模型对原油调度方案进行推算优化。方案优化结果表明:由原油加工排产数学规划模型优化的蒸馏装置进料方案,完全满足装置通用约束要求和特定加工路线的定制化约束要求;基于该优化进料方案,由原油日调度启发式模型优化的原油调度方案满足储罐储存油种约束和厂内管道输送约束,且来油罐罐区和原料罐罐区储罐操作持续时间在6 h以上的次数占比分别为84.75%和88.37%,主炼油最短静置时间5 h以上的操作次数占比为83.33%,均较好地满足了该企业的定制化约束要求,说明该调度方案具有较强的可执行性。

关键词: 原油调度, 智能调度, 调度优化, 数学规划, 启发式算法

Abstract: A hybrid crude oil scheduling optimization model integrating mathematical programming with heuristic algorithms is proposed to tackle the complexity arising from intricate operational constraints, dynamic planning requirements, and limited tankage in refining enterprises. The model employs a two-stage serial framework: a mathematical programming-based crude oil processing planning model determines optimal feed schedules for two distillation units under both general and enterprise-specific constraints; subsequently, a heuristic daily scheduling model generates detailed operational schemes based on the optimized feed plan. Validation results show that the optimized feed schedule satisfies all unit and route-specific constraints. The derived scheduling scheme adheres to tank compatibility and pipeline transportation restrictions, with 84.75% and 88.37% of tank operations in the incoming and feed tank farms lasting over 6 hours, respectively, and 83.33% of main crude transfers maintaining a minimum 5hours settling time. All performance metrics meet customized operational requirements, demonstrating the practical viability of the proposed approach.

Key words: crude-oil scheduling, intelligent scheduling, scheduling optimization, mathematical programming, heuristic algorithm