通过最优能耗特征进行数据中心负荷建模:同时提高能源效率和需求响应质量的途径

IF 10.1 1区 工程技术 Q1 ENERGY & FUELS
Yongcheng Zhou , Fanchao Wei , Shuangxiu Li , Zhonghao Wang , Jinfu Liu , Daren Yu
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引用次数: 0

摘要

在人工智能快速发展和全球追求“碳中和”的时代,数据中心面临着提高能源效率和确保高质量参与电力系统需求响应的双重挑战。然而,需求响应编程中使用的传统线性负载模型经常迫使数据中心进行权衡:牺牲能源效率以确保响应质量,反之亦然。本文提出了一个分层负载建模框架,该框架捕获了数据中心的最佳能耗特征,以减轻这种冲突。在基础层,开发了一个细粒度的跨系统能耗模型,以捕获数据中心内计算、冷却和电源调节系统之间复杂的电-热-性能相互作用。解决这一层的能量优化问题可以得到数据中心最优的能耗特性。在上层,这些特征被分析并抽象成一个弱非线性的面向需求响应的负载模型,该模型由四个模式组成,这些模式共同形成一个分段函数——两个线性区域和两个非线性区域——每个区域对应不同的负载条件。非线性关系从三次形式简化为二次形式,精度没有明显损失。实验结果表明,线性区域R2≥0.9999,平均相对误差小于0.1404 %;二次区域R2≥0.9982,平均相对误差小于0.6259 %。应用于典型的需求响应方案,与传统的线性模型相比,所提出的模型将电力成本降低13.40 %至30.21 %,能源消耗降低24.19 %至38.31 %,累计弃电赤字降低98.09 %。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Data center load modeling through optimal energy consumption characteristics: A path to simultaneously enhance energy efficiency and demand response quality
In an era defined by the rapid advancement of artificial intelligence and the global pursuit of “carbon neutrality,” data centers face the dual challenge of enhancing energy efficiency while ensuring high-quality participation in power system demand response. However, conventional linear load models used in demand response programming often force data centers into a trade-off: sacrificing energy efficiency to ensure response quality, or vice versa. This paper presents a hierarchical load modeling framework that captures the optimal energy consumption characteristics of data centers to mitigate this conflict. At the foundational layer, a fine-grained, cross-system energy consumption model is developed to capture the intricate electrical-thermal-performance interactions among the computing, cooling, and power conditioning systems within the data center. Solving the energy optimization problem at this layer yields the optimal energy consumption characteristics of the data center. At the upper layer, these characteristics are analyzed and abstracted into a weakly nonlinear demand response-oriented load model, composed of four patterns that together form a piecewise function—two linear and two nonlinear regions—each corresponding to distinct workload conditions. The nonlinear relations are simplified from cubic to quadratic forms without significant loss of accuracy. Experimental results show that the linear regions achieve R20.9999 with mean relative errors below 0.1404 %, while the quadratic regions reach R20.9982 with mean relative errors under 0.6259 %. Applied to a typical demand response program, the proposed model reduces electricity costs by 13.40 % to 30.21 %, energy consumption by 24.19 % to 38.31 %, and cumulative curtailment deficit by 98.09 %, compared to conventional linear models.
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来源期刊
Applied Energy
Applied Energy 工程技术-工程:化工
CiteScore
21.20
自引率
10.70%
发文量
1830
审稿时长
41 days
期刊介绍: Applied Energy serves as a platform for sharing innovations, research, development, and demonstrations in energy conversion, conservation, and sustainable energy systems. The journal covers topics such as optimal energy resource use, environmental pollutant mitigation, and energy process analysis. It welcomes original papers, review articles, technical notes, and letters to the editor. Authors are encouraged to submit manuscripts that bridge the gap between research, development, and implementation. The journal addresses a wide spectrum of topics, including fossil and renewable energy technologies, energy economics, and environmental impacts. Applied Energy also explores modeling and forecasting, conservation strategies, and the social and economic implications of energy policies, including climate change mitigation. It is complemented by the open-access journal Advances in Applied Energy.
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