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Normal boundary intersection and benefit-cost ratio for distributed generation planning

机译:分布式发电规划的法线边界交会和收益成本比

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摘要

Distributed generation (DG) and its planning are becoming more important in power systems. This paper presents a DG planning strategy based on multi-objective optimization approaches. The main goal of this paper is to determine a Pareto set of locations and sizes of the new DG units by minimizing different cost functions considering the technical constraints, and then determining the best planning strategy. The Pareto set will help the DG planner make a better decision in choosing the best plan from the Pareto set. The best scheme is chosen by the benefit-cost ratio (BCR). The objectives of a DG planner in this paper are assumed to be the cost of investment and operation, cost of energy purchased, cost of energy losses and the cost of energy not supplied. Two market scenarios for the planner are considered: (1) electricity auctions and (2) bilateral contracts of energy. Several case studies are presented to demonstrate the applicability of the proposed method.
机译:分布式发电(DG)及其计划在电力系统中变得越来越重要。本文提出了一种基于多目标优化方法的分布式发电计划策略。本文的主要目标是通过考虑技术约束最小化不同的成本函数,确定新的DG单位的位置和大小的帕累托集,然后确定最佳的计划策略。帕累托集将帮助DG规划人员从帕累托集选择最佳计划时做出更好的决策。最佳方案是根据收益成本比(BCR)选择的。本文中的DG计划者的目标假定为投资和运营成本,购买能源成本,能源损失成本和未提供能源成本。规划者的两个市场情景被考虑:(1)电力拍卖和(2)双边能源合同。提出了几个案例研究,以证明所提出方法的适用性。

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