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A Method for Measuring the Efficiency Gap between Average and Best Practice Energy Use: The ENERGY STAR Industrial Energy Performance Indicator

机译:测量平均能耗与最佳实践能效之间效率差距的方法:能源之星工业能源绩效指标

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摘要

A common feature distinguishing between parametric/statistical models and engineering economics models is that engineering models explicitly represent best practice technologies, whereas parametric/statistical models are typically based on average practice. Measures of energy intensity based on average practice are of little use in corporate management of energy use or for public policy goal setting. In the context of companyor plant-level indicators, it is more useful to have a measure of energy intensity that is capable of indicating where a company or plant lies within a distribution of performance. In other words, is the performance close to (or far from) the industry best practice? This article presents a parametric/statistical approach that can be used to measure best practice, thereby providing a measure of the difference, or "efficiency gap," at a plant, company, or overall industry level. The approach requires plant-level data and applies a stochastic frontier regression analysis used by the ENERGY STARTM industrial energy performance indicator (EPI) to energy intensity. Stochastic frontier regression analysis separates energy intensity into three components: systematic effects, inefficiency, and statistical (random) error. The article outlines the method and gives examples of EPI analysis conducted for two industries, breweries and motor vehicle assembly. In the EPI developed with the stochastic frontier regression for the auto industry, the industry median "efficiency gap" was around 27%.
机译:区分参数/统计模型和工程经济学模型的一个共同特征是,工程模型明确表示最佳实践技术,而参数/统计模型通常基于平均实践。在一般的能源使用管理或公共政策目标设定中,基于平均实践的能源强度测量很少使用。在公司或工厂级别的指标的背景下,具有能指示公司或工厂在绩效分布内的位置的能源强度的度量更为有用。换句话说,性能是否接近(或远离)行业最佳实践?本文介绍了一种可用于衡量最佳实践的参数/统计方法,从而提供了对工厂,公司或整个行业层面的差异或“效率差距”的一种衡量方法。该方法需要工厂级别的数据,并将ENERGY STARTM工业能源绩效指标(EPI)所使用的随机前沿回归分析应用于能源强度。随机前沿回归分析将能量强度分为三个部分:系统影响,效率低下和统计(随机)误差。本文概述了该方法,并提供了针对两个行业(啤酒厂和机动车装配)进行的EPI分析的示例。在针对汽车行业进行随机前沿回归而开发的EPI中,该行业的中位数“效率差距”约为27%。

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    Boyd, Gale;

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  • 年度 2005
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  • 正文语种 en_US
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