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Assessing the Rate Impact of Conservation and Demand Management: A New Mathematical Model

机译:评估养护和需求管理的费率影响:一种新的数学模型

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While numerous studies examine the casual relationships of electricity rates on conservation and of conservation on variable costs, little work has been done on the missing links of conservation on fixed costs and on overall electricity rates. This paper presents a new model to scientifically quantify these two gaps and complete the economic picture of conservation. This knowledge can equip government policymakers and conservation program designers at utilities to create more efficient and effective programs. New mathematical models of the full systems-level rate impact of different forms of conservation are presented. Four common forms of conservation were analyzed for their impacts on total fixed and variable costs and rates: peak shaving (S1); off-peak reduction (S2); peak shifting (S3); and time independent conservation (S4). These were all measured against the base case without conservation (S5). A test system based on the electricity system in Ontario, Canada was created and analyzed over a 21-year period. The results show that different forms of conservation have different impacts on fixed and variable costs and rates, and the most useful metric for the economic impact of conservation is the change in utility rates, inclusive of fixed and variable components. For conservation programs to lower rates, they must decrease the peak demand, which will lower fixed costs by deferring capital investments, and increase utilization, which will lower rates by increasing consumption during off-peak times.
机译:尽管大量研究研究了电价与节约和可变成本的节约之间的偶然关系,但在固定成本和总体电价的缺失方面,很少有工作要做。本文提出了一种新的模型,可以科学地量化这两个差距并完善保护的经济前景。这些知识可以使公用事业部门的政府政策制定者和保护计划设计者能够创建更有效的计划。提出了不同保护形式对整个系统级速率影响的新数学模型。分析了四种常见的养护形式对固定和可变总成本和费率的影响:削峰(S1);养护(S1)。非高峰减少(S2);峰移(S3);和时间独立的保护(S4)。这些都是在没有保留的情况下针对基本情况进行衡量的(S5)。在21年的时间里,创建并分析了基于加拿大安大略省电力系统的测试系统。结果表明,不同形式的保护对固定成本和可变成本及费率具有不同的影响,而对于保护的经济影响而言,最有用的衡量标准是公用事业费率的变化,包括固定成本和可变成本。对于降低利率的保护计划,它们必须降低高峰需求,这将通过推迟资本投资来降低固定成本,并提高利用率,这将通过在非高峰时间增加消耗来降低利率。

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