Elsevier

Ecological Economics

Volume 68, Issue 7, 15 May 2009, Pages 2122-2128
Ecological Economics

Analysis
Decomposition of energy-related CO2 emission over 1991–2006 in China

https://doi.org/10.1016/j.ecolecon.2009.02.005Get rights and content

Abstract

This paper presents a decomposition analysis of energy-related CO2 emission in China for the period 1991–2006 divided into three equal time intervals. The complete decomposition method developed by Sun is used to analyze the nature of the four factors: CO2 intensity, energy intensity, structural changes and economic activity. The results show that economic activity has the largest positive effect in CO2 emission changes in all the major economic sectors and China has achieved a considerable decrease in CO2 emission mainly due to the improved energy intensity. However, the impact of CO2 intensity and structural changes is relatively small. Structural changes only exhibit positive effect to the CO2 mitigation in agricultural sector, and CO2 intensity also contributes to the decrease of CO2 emission in transportation sector. Moreover, a formula about CO2 mitigation is presented in this paper, which shows that China has made a significant contribution to reducing global CO2 emission.

Introduction

The global warming has become a serious issue in the world since the late 1980s. Among six kinds of GHG, the largest contribution to the greenhouse effect is carbon dioxide (CO2), and its share of greenhouse effect is about 56% (IPCC, 1995). Anthropogenic activities, primarily the combustion of fossil fuels and the resultant carbon emission cause a significant warming of the global climate. The reduction of emitted GHG and atmospheric pollutants constitutes a foremost objective of contemporary energy and environmental policy in the world. In particular, the findings of the scientific community with respect to the rising of energy-related CO2 emission raised the international awareness.

Next to the United States, China is the second source of GHG in the world. As a signatory to the United Nations Framework Convention on Climate Change (UNFCCC), the Chinese government announced its approval of the Kyoto Protocol in August 2002. As a non-Annex party, China would not be bound in the initial commitment period (2008–2012) to any quantitative restrictions on its GHG emission. Consequently, it would obligate to monitor and report to the Conference of Parties on the status of GHG emission sources and sinks, and identify measures to dampen growth of net emission in the future (Liu et al., 2007). Moreover, many scientists and environmental groups are attempting to identify targets for CO2 reductions so as to supply the base information for making the international policies to address global climate change. In future agreements to reduce GHG, the Chinese commitment will be essential. Whether developing the report on GHG emission or formulating future commitment, it is necessary to know fully changes in China's CO2 emission. Now that, many factors influence CO2 emission, such as economic and demographic developments, technological change, institutional frameworks, lifestyle, and international trade. Thus it is very necessary for China's energy and environmental policy makers to investigate the driving forces governing CO2 emission levels and their evolution.

China's CO2 emission and CO2 emission intensity have been investigated by a number of decomposition studies (Wang et al., 2005, Wu et al., 2005, Liu et al., 2007, Fan et al., 2007, Guan et al., 2008). However, with respect to the total CO2 emission in China, those studies do not take the importance of sectoral dimension into account. Sun (1998) proposed a complete decomposition analysis where the residual term is distributed among the considered effects. Zhang and Ang (2001) refer to this as the refined Laspeyres method, which has been widely adopted due to ease of both calculation and understanding. In this study, we attempt to use the complete decomposition technique to identify the factors influencing the sectoral changes in CO2 emission, i.e. to determine the contribution of the factors which influence energy-related CO2 emission by sector. This analysis is also based on a timescale and factors different from those considered by Nag and Parikh (2000). To better investigate changing trends of the factors' relative contribution with time, the time period of statistical data from 1991 to 2006 used in this paper is divided into three equal time intervals (sub-periods), namely 1991–1996, 1996–2001, and 2001–2006.

This paper is organized as follows. Section 2 briefly reviews the literature. In Section 3, we describe the IPCC method to calculate the CO2 emission, and use the proposed complete decomposition approach to decompose the change of aggregate CO2 emission, and then give a formula about CO2 mitigation. Section 4 discusses the disaggregating method of sectoral data. The present analysis on energy consumption and CO2 emission are carried out in Section 5. And in Section 6, the main results are reported. Finally, we conclude this study.

Section snippets

Literature review

In the literature two well-known decomposition techniques, namely the structural decomposition analysis (SDA) and the index decomposition analysis (IDA), have been widely applied to analyze the driving forces. SDA is based on the input–output model in quantitative economics. Rose and Casler (1996) provided a review on its theoretical foundation and major features. Casler and Rose (1998), Chang and Lin (1998), and Chang et al. (2008) use SDA to analyze CO2 emission. IDA uses index number concept

Methodology

The symbol definitions are as follows.

    CEt

    total CO2 emission in year t (in tons, t);

    CEit

    total CO2 emission of the ith sector in year t;

    CEijt

    total CO2 emission of the ith sector based on fuel type j in year t;

    Eit

    total energy consumption of the ith sector in year t (TJ);

    Eijt

    total energy consumption of the ith sector based on fuel type j in year t (TJ);

    EFj

    carbon emission factor of the jth fuel (t-C/TJ);

    CSjt

    the fraction of the jth fuel is not oxidized as raw materials in year t;

    Oj

    the fraction of

Data management

The GDP and energy consumption used in this study is statistical data from 1991 to 2006 from CSY (1992–2007) and CESY (1991–1996, 1997–1999, 2000–2002, 2003, 2004. 2005, 2006, 2007) respectively. GDP is 1978 price. CO2 emission is estimated based on energy consumption and CO2 emission factor by fuel.

To prepare the data for undertaking the complete decomposition analysis by sector, the economy of China has been divided into four distinct sectors: the primary agricultural sector; the secondary

Economic growth

Fig. 1 shows the development of GDP in the period 1991–2006, which gives an insight into China economy. GDP has increased from 1121 billion yuan (BY) in 1991 to 4863 BY in 2006 in 1978 prices, representing an overall annual growth of 10.28%. Fig. 2 shows the shares of four sectors' GDP. The share of transportation sector (from 6.52% in 1991 to 5.71% in 2006) decreases slightly in the period 1991–2006. There is a substitution between the increasing shares of the industrial sector (from 41.79% in

Results and discussion

In this section, the contribution of each factor to the energy-related CO2 emission change for per time interval (1991–1996, 1996–2001, 2001–2006) and the entire period from 1991 to 2006 are discussed based on the proposed model.

Conclusions

In this paper, the complete decomposition method is used to analyze the nature of the factors that influence the changes in energy-related CO2 emission during the period 1991–2006. To better investigate likely changes with time in the relative contribution of the examined factors, this period is divided into three equal time intervals. The factors, including CO2 intensity effect, energy intensity effect, structural changes effect and economic activity effect, lead to changes of CO2 emission.

Acknowledgments

The authors gratefully acknowledge the financial support from the National Natural Science Foundation of China (NSFC) under the grant 70873013 and the Doctoral Fund of Ministry of Education of China (RFDP) under the contract No. 200801410024. We would also like to thank the anonymous referees for their helpful suggestions and corrections on the earlier draft of our paper, on which we have improved the content.

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