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浙江大学学报(工学版)  2026, Vol. 60 Issue (7): 1504-1514    DOI: 10.3785/j.issn.1008-973X.2026.07.013
电气工程     
考虑互联网数据中心灵活调度的柔性配电网运行优化方法
高本瑞1(),于仲安1,陈锋升1(),王梓耀2,潘振宁2,*()
1. 江西理工大学 电气工程与自动化学院,江西 赣州 341000
2. 华南理工大学 电力学院,广东 广州 510000
Flexible distribution network operation optimization method incorporating flexible Internet data center scheduling
Benrui GAO1(),Zhongan YU1,Fengsheng CHEN1(),Ziyao WANG2,Zhenning PAN2,*()
1. School of Electrical Engineering and Automation, Jiangxi University of Science and Technology, Ganzhou 341000, China
2. School of Electrical Engineering, South China University of Technology, Guangzhou 510000, China
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摘要:

针对现有互联网数据中心(IDC)调度模型存在的对配电网电压波动问题考虑不足,以及未充分考虑IDC存储器数据存储限制对工作负载时空转移的影响. 为此,提出考虑IDC灵活调度的柔性配电网运行优化方法. 基于蒙特卡洛模拟和K-means聚类算法生成风光出力与负荷需求的不确定性场景集. 建立区分敏感型与容忍型负载的差异化调度策略,并构建IDC功耗模型与数据存储约束模型. 建立以配电网运行成本和IDC购电成本最小化为目标的鲁棒优化模型,考虑智能软开关(SOP)的动态调节能力与电压波动约束. 仿真结果表明:所提方法通过协同优化IDC工作负载的时空转移与SOP的功率调节及无功支撑能力,能够大幅度提升电压质量,显著提高了新能源消纳率并降低了IDC购电成本,以及验证了存储容量限制对工作负载时空转移效率的影响.

关键词: 配电网互联网数据中心智能软开关时空转移电压波动蒙特卡洛数据存储限制    
Abstract:

Existing scheduling models for Internet data center (IDC) commonly have two key shortcomings: insufficient consideration of the voltage fluctuations in distribution networks and the impact of IDC storage data constraints on the spatiotemporal transfer of the workloads. An optimized operation method for flexible distribution networks was proposed considering the flexible IDC scheduling. Uncertainty scenarios for renewable generation and load demand were generated using Monte Carlo simulation and the K-means clustering algorithm. Differentiated scheduling strategy was established to distinguish between sensitive and tolerant loads. An IDC power consumption model along with a data storage constraint model were constructed. A robust optimization model was established with the objective of minimizing both distribution network operating costs and IDC electricity purchasing costs. The dynamic regulation capability of soft open point (SOP) and voltage fluctuation constraints were also incorporated into the model. Simulation results demonstrated that the proposed method significantly enhanced voltage quality, markedly increased the renewable energy accommodation rate, and reduced the electricity procurement cost for IDC by collaboratively optimizing the spatiotemporal load shifting of IDC workload along with the power regulation and reactive power support capabilities of SOP. It also validated the impact of storage capacity constraints on the efficiency of spatiotemporal workload shifting.

Key words: distribution network    Internet data center    soft open point    spatiotemporal transfer    voltage fluctuation    Monte Carlo    data storage limitation
收稿日期: 2025-05-14 出版日期: 2026-05-23
CLC:  TM 744  
基金资助: 国家自然科学基金资助项目(52207105);广东省基础与应用基础研究基金资助项目(2023A1515011598).
通讯作者: 潘振宁     E-mail: 2630560956@qq.com;894060860@qq.com;panzhenning@scut.edu.cn
作者简介: 高本瑞(2000—),男,硕士生,从事电力系统调度优化研究. orcid.org/0009-0000-4324-6527. E-mail:2630560956@qq.com
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引用本文:

高本瑞,于仲安,陈锋升,王梓耀,潘振宁. 考虑互联网数据中心灵活调度的柔性配电网运行优化方法[J]. 浙江大学学报(工学版), 2026, 60(7): 1504-1514.

Benrui GAO,Zhongan YU,Fengsheng CHEN,Ziyao WANG,Zhenning PAN. Flexible distribution network operation optimization method incorporating flexible Internet data center scheduling. Journal of ZheJiang University (Engineering Science), 2026, 60(7): 1504-1514.

链接本文:

https://www.zjujournals.com/eng/CN/10.3785/j.issn.1008-973X.2026.07.013        https://www.zjujournals.com/eng/CN/Y2026/V60/I7/1504

图 1  IDC时空转移框架图
图 2  IDC工作负载到达曲线
图 3  改进的IEEE16节点系统
支路i-j$S_i^{\mathrm{sop}}/({\mathrm{kV\cdot A}}) $$S_j^{\mathrm{sop}} /({\mathrm{kV\cdot A}}) $$k_i^{\mathrm{sop}} $$k_j^{\mathrm{sop}} $μsop
5-116006000.0200.0200.80
7-168008000.0100.0100.90
10-143003000.0050.0050.85
表 1  IEEE16系统SOP配置参数
编号节点miδsto/105
172 5004.2
291 5002.8
3152 2003.5
表 2  IEEE16系统IDC参数
参数数值参数数值
μi/s?132kvol1 200
Tmax/ms100kcut100
βPUE1.2dmax/%0.3
βIT/kW20
表 3  IDC相关参数和模型参数
图 4  新能源和负荷的聚类曲线图

工作
负载
只考虑配电网运行成本(w1=1)只考虑IDC购电成本(w2=1)考虑整体成本(w1=w2=0.5)
Cvol/kVCcut/(kW·h)Cidc/千元ΔUmax/%Cvol/kVCcut/(kW·h)Cidc/千元ΔUmax/%Cvol/kVCcut/(kW·h)Cidc/千元ΔUmax/%
11218.7719.1426.840.96311.2232 670.0620.861.75239.1117.1021.291.15
2228.5718.6330.120.97322.8032 670.0624.062.22247.3817.8124.591.15
21218.9034.9326.850.55390.3855 538.3620.870.55238.8333.5421.450.55
2228.4435.5730.480.55398.6655 293.0624.070.55246.8234.3924.750.55
31233.7733.0329.220.54392.1357 481.0325.230.55244.3831.7426.170.54
2228.4835.2730.500.54397.4255 410.8524.190.55246.6634.1424.790.55
41109.689.7929.590.54514.6245 457.3625.220.55120.389.2825.710.54
299.3810.4031.130.54532.8146 155.2724.180.55117.928.3524.660.54
表 4  改进的IEEE16节点鲁棒优化仿真结果对比

工作
负载
只考虑配电网运行成本(w1=1)只考虑IDC购电成本(w2=1)考虑整体成本(w1=w2=0.5)
Cvol/kVCcut/(kW·h)Cidc/千元ΔUmax/%Cvol/kVCcut/(kW·h)Cidc/千元ΔUmax/%Cvol/kVCcut/(kW·h)Cidc/千元ΔUmax/%
111 270.9233.0529.790.793 691.901.4×10518.592.451 281.5244.0624.550.79
21 278.9440.3734.340.783 736.811.4×10521.042.521 300.5846.9527.970.79
211 270.9035.5829.680.533 898.381.6×10518.590.551 282.8144.4124.570.53
21 279.9041.4534.220.533 978.311.5×10521.040.551 302.3046.7127.960.53
311 383.1125.7135.120.533 825.781.5×10520.820.551 412.7828.9927.090.53
21 279.9141.4534.260.533 963.651.5×10521.110.551 302.3046.7127.960.53
41599.79029.910.382 945.169.9×10420.820.55616.29024.550.38
2592.43029.620.353 419.021.1×10521.100.55604.24024.880.35
表 5  303节点鲁棒优化仿真结果对比
图 5  只考虑配电网目标的IDC运行情况
NidcCvol/kVCcut/(kW·h)Cidc/千元ΔUmax/%
2937.92032.270.53
3720.21028.800.53
4689.82026.610.53
5604.24024.880.35
表 6  303节点配电系统的不同数量IDC仿真对比
图 6  极端场景下IDC1电压波动鲁棒优化对比图
图 7  只考虑IDC目标的IDC存取与处理状态
图 8  极端场景下IDC3电压分布鲁棒优化对比图
图 9  考虑配电网和IDC的SOP功率输出图
方法Cvol/kVCcut/(kW·h)Cidc/千元ΔUmax/%t/h
本方法244.3831.7426.170.5480"
GWO330.7180 391.2218.842.637'21"
PSO328.6560 153.7821.603.125'52"
WOA327.8958 615.0422.962.925'53"
HO296.9449 501.4123.591.8412'21"
表 7  改进IEEE16节点算法的目标函数值和求解时间对比
方法Cvol/kVCcut/(kW·h)Cidc/千元ΔUmax/%t/h
本方法158.5248.1123.620.5318'42"
GWO432.51233 431.2618.943.269'51"
PSO392.90194 812.2320.152.876'32"
WOA394.31199 349.7720.112.966'43"
HO339.41163 929.9923.551.8016'51"
表 8  303节点算法的目标函数值和求解时间对比
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