竞争电力市场下大型配电系统优化规划的新框架

S. Porkar, P. Poure, A. Abbaspour-Tehrani-Fard, S. Saadate
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引用次数: 5

摘要

由于新技术、新能源交易策略的引入和新环境的放松管制,配电系统管理日益成为一个复杂的问题。在新的解除管制的能源市场中,考虑到来自技术和经济领域的激励,将分布式发电作为解决电力供应不足问题的可行选择是合理的。本文提出了考虑系统扩容、以合理价格满足负荷增长要求和系统电能质量问题的三种规划方案的配电系统规划数学模型。在稳压设备和可中断负载相互竞争的情况下,DG是一种有吸引力的规划方案。在数学模型中,目标函数包括投资成本,其评估为年化总成本,加上总运行成本以及减少负荷和损失的成本。该模型确定了规划方案的最佳类型、大小和位置。本文还研究了负荷和电力市场价格随时间段的波动,以及分布式发电对系统改进的影响。为求解所提出的数学规划模型,开发了MATLAB与GAMS相结合的软件包。该软件包能够直观、快速地求解大范围的配电系统规划程序。在著名的IEEE 30总线测试系统中对所提出的方法进行了测试。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
A new framework for large distribution system optimal planning in a competitive electricity market
Distribution systems management is becoming an increasingly complicated issue due to the introduction of new technologies, new energy trading strategies and new deregulated environment. In the new deregulated energy market and considering the incentives coming from the technical and economical fields, it is reasonable to consider Distributed Generation (DG) as a viable option to solve the lacking electric power supply problem. This paper presents a mathematical distribution system planning model considering three planning options to system expansion and to meet the load growth requirements with a reasonable price as well as the system power quality problems. DG is introduced as an attractive planning option with competition of voltage regulator devices and interruptible load. In mathematical model, the object function includes investment costs, which are evaluated as annualized total cost, plus total running cost as well as cost of curtailed loads and losses. This model identifies the optimal type, size and location of the planning options. This paper is also studied fluctuation of load and electricity market price versus time period and the effect of DG placement on system improvement. To solve the proposed mathematical planning model a new software package interfacing MATLAB and GAMS is developed. This package is enabling to solve large extent distribution system planning program visually and very fast. The proposed methodology is tested in the case of the well-known IEEE 30-bus test system.
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