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浙江大学学报(工学版)  2026, Vol. 60 Issue (11): 2338-2345    DOI: 10.3785/j.issn.1008-973X.2026.11.003
机械工程     
基于差异创意搜索算法的矿浆输送泵站优化调度
李茂1,2(),熊新1,2,*(),郭凯1,2,李卓睿1,2,马军1,2
1. 昆明理工大学 信息工程与自动化学院,云南 昆明 650500
2. 昆明理工大学 云南省智能控制与应用重点实验室,云南 昆明 650500
Optimal scheduling of slurry transportation pumping station based on differentiated creative search algorithm
Mao LI1,2(),Xin XIONG1,2,*(),Kai GUO1,2,Zhuorui LI1,2,Jun MA1,2
1. Faculty of Information Engineering and Automation, Kunming University of Science and Technology, Kunming 650500, China
2. Yunnan Key Laboratory of Intelligent Control and Application, Kunming University of Science and Technology, Kunming 650500, China
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摘要:

针对矿浆泵站刚性流量调度模式与分时电价机制失配的问题,提出基于差异创意搜索算法(DCS)的矿浆输送泵站优化调度方法. 分析矿浆输送泵站的特点和输送介质的特性,明确影响输送成本的关键因素;以泵站运行成本最低为目标,综合考虑需矿量和输送安全约束,构建矿浆输送泵站优化调度模型;基于DCS求解建立的优化调度模型,将所提方法优化结果与粒子群优化算法(PSO)、遗传算法(GA)和哈里斯鹰算法(HHO)的结果进行对比,验证引入DCS的有效性;通过优化不同需矿量下各泵的流量分配,为泵站运行提供优化指导方案. 将所提方法运用于云南大红山矿浆泵站,实验结果表明:当需矿量分别为9 500、10 000和10 500 t时,相较于目前运行方案,所提方法分别降低泵站日运行成本723.13、1 306.28和1 180.37 元,单位输矿成本分别降低2.20%、3.73%、3.15%.

关键词: 优化调度;  矿浆输送;  差异创意搜索算法;  流量优化分配;  泵站    
Abstract:

To address the mismatch between the rigid flow scheduling mode of slurry pumping stations and the time-of-use electricity pricing mechanism, an optimal scheduling method for slurry pumping stations based on the differentiated creative search algorithm (DCS) was proposed. First, the characteristics of slurry pumping stations and the properties of the conveyed medium were analyzed to identify the key factors influencing transportation costs. Second, with the objective of minimizing pumping station operating costs, an optimal scheduling model for slurry pumping stations was constructed with comprehensive consideration of ore demand and transportation safety constraints. Third, the DCS was applied to solve the established optimal scheduling model, and the optimization results obtained by the proposed method were compared with those obtained by the particle swarm optimization (PSO), genetic algorithm (GA), and Harris hawks optimization (HHO) to verify the effectiveness of the adopted DCS. Finally, by optimizing the flow distribution of each pump under different required ore volumes, an optimized operation guidance scheme was provided for the pumping station. When applied to the Dahongshan slurry pumping station in Yunnan Province, experimental results showed that under three required ore volumes of 9 500 t, 10 000 t, and 10 500 t, compared with the existing operation scheme, the proposed method reduced the daily operating costs of the pumping station by 723.13 yuan, 1 306.28 yuan, and 1 180.37 yuan, respectively, and decreased the unit ore transportation cost by 2.20%, 3.73%, and 3.15%, respectively.

Key words: optimal scheduling    slurry transportation    differentiated creative search algorithm    optimal flow distribution    pumping station
收稿日期: 2025-09-12 出版日期: 2026-10-16
CLC:  TV 675  
基金资助: 国家自然科学基金资助项目(62173168);云南省基础研究计划项目(202401AW070014).
通讯作者: 熊新     E-mail: limao@stu.kust.edu.cn;xinxiong@kust.edu.cn
作者简介: 李茂(1999—),男,硕士生,从事泵站优化调度研究. orcid.org/0009-0001-7374-9448. E-mail:limao@stu.kust.edu.cn
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引用本文:

李茂,熊新,郭凯,李卓睿,马军. 基于差异创意搜索算法的矿浆输送泵站优化调度[J]. 浙江大学学报(工学版), 2026, 60(11): 2338-2345.

Mao LI,Xin XIONG,Kai GUO,Zhuorui LI,Jun MA. Optimal scheduling of slurry transportation pumping station based on differentiated creative search algorithm. Journal of ZheJiang University (Engineering Science), 2026, 60(11): 2338-2345.

链接本文:

https://www.zjujournals.com/eng/CN/10.3785/j.issn.1008-973X.2026.11.003    或    https://www.zjujournals.com/eng/CN/Y2026/V60/I11/2338

图 1  矿浆输送泵站系统结构图
图 2  基于差异创意搜索算法的矿浆输送泵站优化调度模型流程图
图 3  大红山站分时电价
Qd/tqj/(m3·h?1)F/元E/(元·t?1)
j=1j=2j=3
9 50093.5593.5593.5532 864.433.459 3
10 00098.4798.4798.4735 072.823.507 3
10 500103.39103.39103.3937 486.413.570 3
表 1  大红山站历史运行方案
Qd/tFPSO/元FGA/元FHHO/元FDCS/元
最小值平均值标准差最小值平均值标准差最小值平均值标准差最小值平均值标准差
9 50032 204.4932 290.8472.4332 271.7932 608.65258.3932 183.6332 254.9948.0232 141.3032 154.059.75
10 00033 865.1233 993.94118.7433 923.2834 211.93211.3033 789.0633 832.5423.5233 766.5433 777.928.32
10 50036 523.9636 750.64202.7436 715.7537 032.58184.4936 335.8136 381.9728.4936 306.0436 323.5512.45
表 2  不同铁矿需求量下各算法对矿浆输送泵站的优化运行成本
图 4  不同需矿量下不同算法的收敛过程
Qd/ttqj/(m3·h?1)F/元E/(元·t?1)
j=1j=2j=3
9 500193.8987.4687.9732 141.303.383 2
299.35106.37102.42
390.3688.8490.13
487.3390.8991.09
591.4488.7689.11
6102.8497.3398.34
791.6485.7891.90
889.3388.5691.39
10 000199.7796.2294.6533 766.543.376 6
2107.41110.45112.14
393.8798.1597.62
490.8288.0190.49
598.1994.5593.28
6107.94108.31113.75
796.3588.8398.04
889.5690.4089.33
10 5001110.24110.05108.0936 306.043.457 7
2105.91112.03112.06
3103.25109.27111.55
490.0391.5088.49
5110.51111.34106.94
6111.75111.89106.36
7111.39104.40108.54
891.6691.9391.17
表 3  差异创意搜索算法优化方案
图 5  不同需矿量条件下的体积流量分配
图 6  不同需矿量条件下的每小时体积流量分配
图 7  每日输矿量与单位输矿成本关系
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