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THE NON-LINEAR LINK BETWEEN ELECTRICITY CONSUMPTION AND TEMPERATURE IN EUROPE: A THRESHOLD PANEL APPROACH

机译:欧洲用电量与温度之间的非线性联系:一种阈值面板方法

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This paper focuses on the European electricity demand and on the potential impact of climate change on energy use. More specifically, this paper explores the effect of climate variables on energy demand by analysing the direct impact of temperature on the electricity consumption of 15 European countries. This choice is motivated by the important share of energy devoted to heating and cooling purposes. Hence, temperature is a major determinant of electricity consumption. Moreover, this question is currently of crucial concern given the observed climate change. According to the United Nations Intergovernmental Panel on Climate Change (IPCC) (2007), global warming has already made the world 0.74°C warmer over the last 100 years and temperatures are probably going to increase by 1.8-4°C by the end of the century. Exploring the link between electricity use and temperature is important to assess the impact of climate change on energy demand. This study is complicated by the non-linear pattern of the relationship between electricity consumption and temperature. In winter, the expected link between electricity demand and temperature is negative since an increase in temperature diminishes the need for energy resources used for heating purpose. This negative response is referred to as the heating effect in the related literature. In contrast, in summer, a temperature increase may raise the demand for electricity. An increase in temperature leads to a higher use of air conditioners and other cooling devices. This is the so-called cooling effect. Taking into account this non linearity requires a specific treatment. Most of the existing literature dealing with the link between electricity demand and temperature captures this non linearity by using heating degree days and cooling degree days (HDD and CDD) variables (Al-Zayer and Al-Ibrahim, 1996, Sailor and Muñoz, 1997, Valor et al., 2001, Sailor, 2001, Pardo et al., 2002, Amato, 2005). This method has some drawbacks. The definition of the HDD and CDD variables relies on an arbitrary choice of threshold values, generally set to 18.3°C (or 65°F). Such a value may not be appropriate for the European countries. Moreover, it is more sensible to directly consider the temperature level in the model to study the sensitivity of electricity demand to temperature. In this paper, we adopt the method used recently by Moral-Carcedo and Vicéns-Otero (2005) in their analysis of the effect of temperature on the electricity demand in Spain. In this study, the authors use a logistic smooth threshold regression model (LSTR) with the temperature as a threshold variable. It allows the relationship between consumption and temperature to depend on the level of the threshold variable i.e. the temperature. This approach has several advantages. The threshold value is estimated rather than being imposed a priori. It also allows a smooth transition from the cold regime to the warm one. This is relevant since there is a neutral zone for mild temperatures where the demand is inelastic to the temperature. Moreover, the impact of temperature can be assessed more easily since the variable is directly considered as an explanatory variable in the model.
机译:本文重点关注欧洲电力需求以及气候变化对能源使用的潜在影响。更具体地说,本文通过分析温度对15个欧洲国家电力消耗的直接影响,探讨了气候变量对能源需求的影响。这种选择是由用于加热和冷却目的的重要能量份额所激发的。因此,温度是电力消耗的主要决定因素。此外,鉴于观察到的气候变化,目前这个问题是至关重要的。根据联合国政府间气候变化专门委员会(IPCC)(2007)的数据,在过去的100年中,全球变暖已经使世界变暖了0.74°C,到2010年底,温度可能会升高1.8-4°C。世纪。探索用电与温度之间的联系对于评估气候变化对能源需求的影响非常重要。功耗和温度之间的非线性关系使这项研究变得复杂。在冬季,电力需求与温度之间的预期联系为负,因为温度升高会减少对用于加热目的的能源的需求。该负响应在相关文献中被称为加热效应。相反,在夏季,温度升高可能会增加电力需求。温度升高导致更多地使用空调和其他冷却装置。这就是所谓的冷却效果。考虑到这种非线性需要特殊的处理。涉及电力需求和温度之间关系的大多数现有文献都通过使用加热天数和冷却天数(HDD和CDD)变量来捕捉这种非线性(Al-Zayer和Al-Ibrahim,1996; Sailor和Muñoz,1997, Valor等,2001; Sailor,2001; Pardo等,2002; Amato,2005)。这种方法有一些缺点。 HDD和CDD变量的定义取决于任意选择的阈值,通常将阈值设置为18.3°C(或65°F)。这样的值可能不适用于欧洲国家。此外,在模型中直接考虑温度水平以研究电力需求对温度的敏感性更为明智。在本文中,我们采用了Moral-Carcedo和Vicéns-Otero(2005)最近使用的方法来分析温度对西班牙电力需求的影响。在这项研究中,作者使用温度为阈值变量的逻辑平稳阈值回归模型(LSTR)。它允许消耗量与温度之间的关系取决于阈值变量的水平,即温度。这种方法有几个优点。阈值是估计的,而不是先验地施加的。它还允许从冷态到暖态的平稳过渡。这是很重要的,因为在温和的温度下有一个中性区域,那里的需求对温度没有弹性。此外,由于变量直接被视为模型中的解释变量,因此可以更轻松地评估温度的影响。

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