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Energy Saving Potential, Costs and Uncertainties in the Industry: A Case Study of the Chemical Industry in Germany

机译:行业的节能潜力,成本和不确定性:德国化学工业的案例研究

摘要

In Germany, 19.6 % of the industrial final energy consumption (FEC) can be allocated to the chemical industry. Energy efficiency measures with focus on the chemical industry could thus significantly contribute to reaching the German goal of reducing greenhouse gas emissions by 80 % in 2050 compared to 1990. To achieve this ambitious goal, energy planners and industries alike require an overview of the existing energy efficiency measures, their technical potential as well as the costs for realizing this potential. Energy efficiency opportunities are commonly presented in marginal cost curves (MCCs), which rank these measures according to specific implementation costs. Existing analyses, however, often do not take uncertainties in costs and potentials into account. The aim of this paper is to create a MCC of energy efficiency measures for the chemical industry in Germany, while quantifying the uncertainties of the results and identifying the most influential input parameters. The identification of energy efficiency measures and the quantification of the associated technical potentials and costs are identified based on literature data and own assessments. Based on these findings, a cost curve is created for the current technical potential. To investigate the uncertainties of the model output, Monte Carlo (MC) simulations are performed to quantify the standard deviations of the implementation potential and costs. Furthermore, a sensitivity analysis, based on Morris Screening and a linear regression, is conducted in order to identify the most influential model input parameters.
机译:在德国,工业最终能源消耗(FEC)的19.6%可分配给化学工业。因此,以化学工业为重点的能源效率措施可能会大大有助于实现德国的目标,即与1990年相比,到2050年将温室气体排放减少80%。为实现这一宏伟目标,能源规划师和行业都需要对现有能源进行概述效率度量,其技术潜力以及实现此潜力的成本。能源效率机会通常以边际成本曲线(MCC)的形式呈现,该曲线根据特定的实施成本对这些措施进行排名。但是,现有的分析通常没有考虑成本和潜力的不确定性。本文旨在为德国化工行业创建MCC节能措施,同时量化结果的不确定性并确定最有影响力的输入参数。根据文献数据和自己的评估,确定能效措施的确定以及相关技术潜力和成本的量化。基于这些发现,为当前技术潜力创建成本曲线。为了调查模型输出的不确定性,执行了蒙特卡洛(MC)仿真以量化实现潜力和成本的标准偏差。此外,基于Morris筛选和线性回归进行了敏感性分析,以识别最具影响力的模型输入参数。

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