Carbon Reduction Countermeasure from a System Perspective for the Electricity Sector of Yangtze River Delta (China) by an Extended Logarithmic Mean Divisia Index (LMDI)
Abstract
:1. Introduction
2. Data and Methodology
2.1. Data Description
2.2. Method of CO2 Emission Inventory
2.3. LMDI Model
3. Results
3.1. CO2 Emissions of the Electricity Sector
3.1.1. Regional CO2 Emissions of the Electricity Sector
3.1.2. Provincial CO2 Emissions of the Electricity Sector
3.2. CO2 Emission Decomposition of the Electricity Sector from the Cross-Region Perspective
3.2.1. Decomposition Analysis of Regional CO2 Emissions of the Electricity Sector
3.2.2. Decomposition Analysis of Provincial CO2 Emissions of the Electricity Sector
3.3. CO2 Emission Decomposition of the Electricity Sector from the Whole-Process Perspective
3.3.1. Decomposition Analysis of the Whole-Process Factors for Regional Electricity Sector
3.3.2. Decomposition Results of the Whole-Process Factors for Provincial Electricity Sector in the YRD
4. Discussion
5. Conclusions and Suggestions
5.1. Conclusions
- (1)
- During 2000–2020, the CO2 emission of YRD’s electricity sector ranked second among the six regions (YRD, NG, NEG, CG, NWG, and SG). It increased from 228.12 Mt to 807.55 Mt, with an average annual growth rate of 6.52%. Compared to the electricity mix effect of other regions, the YRD had the strongest mitigation impact on CO2 growth. Therefore, it is important for YRD to build a low-carbon electricity system itself, including the de-carbonization of electricity production and the carbon reduction of the electricity-use process;
- (2)
- Nationally, electricity trade had an overall mitigating impact on the growth of emissions during 2000–2020 and had a stronger impact on some specific regions, such as the YRD and the NWG. These results mean that cross-regional cooperation or trade in the electricity sector could be beneficial to regional emission reduction, especially in the YRD. So, it is important for the national power grids to promote trade;
- (3)
- Jiangsu had the highest CO2 emissions, accounting for 44.86% of the total CO2 emissions in the YRD in 2020. Moreover, Anhui had the fastest growth rate of CO2 emissions, with an average annual growth rate of 9.71%. Moreover, the economic activity effect was the most significant driver in all provinces, especially in Jiangsu and Anhui. Thus, Jiangsu and Anhui should strive to adjust the economic structure and development mode, improving the quality of economic growth while vigorously cutting down carbon emissions;
- (4)
- Electricity transmission loss had an overall driving impact on emission growth in all six regions and each YRD province, especially Zhejiang and Anhui. Meanwhile, electricity structure, electricity trade, and electricity intensity were the inhibiting factors. Particularly, the inhibiting effect of Shanghai’s electricity structure was notably weak (−2.17 Mt). So, Shanghai should try hard to increase the proportion of renewable energy, while Zhejiang and Anhui should upgrade their electricity transmission equipment.
5.2. Suggestions
- (1)
- A low-carbon electricity system itself is important for the YRD. Thus, firstly, a green and sustainable economic development pattern should be encouraged in this region. Then, the YRD’s government should make full use of abundant scientific research resources to develop energy-saving technologies to improve energy efficiency and reduce the intensity of electricity consumption. For example, they should increase the proportion of renewable energy in the electricity production system and promote the clean use of coal to optimize the electricity structure or energy structure. Moreover, education and propaganda work on green development should be strengthened to improve people’s awareness of electricity saving and cultivate good habits of electricity consumption;
- (2)
- It is important for the YRD to improve the national power grids to promote trade. It should also strengthen its cooperation with the central and western regions. Moreover, it is necessary for the YRD region to develop the EHV technology and accelerate the construction of cross-regional power grids, including the upgrade of the transmission lines and the old circuit equipment;
- (3)
- Jiangsu and Anhui should strive to improve the quality of economic growth while vigorously cutting down carbon emissions. Thus, some specific countermeasures can be listed. The government, first, should encourage a green economic development pattern to improve economic growth quality. Second, people should accelerate the replacement of coal with oil and natural gas and promote the development of clean coal technologies (CCTs) to optimize the energy structure. Third, the development of wind power and solar power needs to be accelerated to increase the proportion of clean-energy use and reduce carbon emissions;
- (4)
- Shanghai should increase the proportion of renewable energy use, while Zhejiang and Anhui should upgrade their electricity transmission equipment. Therefore, for the city of Shanghai, it is still necessary to take advantage of its resource talents (i.e., wind power resources) to develop new technologies for renewable-energy use. It should encourage people to use Integrated Gasification Combined Cycle (IGCC) to improve energy efficiency. For Zhejiang province, first, the electricity transmission lines should be updated and upgraded immediately. It is also reasonable to advocate green living and green travel so that people can form a low-carbon lifestyle. Last, it should also focus on the development of renewable energy, such as hydropower, pumped storage power plants, and nuclear power, under the premise of ensuring safety. For Anhui province, the focus of carbon mitigation from the electricity sector lies in promoting the intensively developmental style of the economy and avoiding the traditional economic development model. Furthermore, high-energy-consuming industries should be eliminated immediately, and electricity-saving devices should be promoted to reduce the intensity of electricity consumption. Last, the government of Anhui province should accelerate the renovation of old power lines in rural areas.
Author Contributions
Funding
Institutional Review Board Statement
Informed Consent Statement
Data Availability Statement
Acknowledgments
Conflicts of Interest
Appendix A
Fossil-Fuel Energy Type (Unit) | Average Net Calorific Value (kJ/kg or kJ/m3) | Carbon Content of Unit Heat (tC/TJ) | Carbon Oxidation Factor (%) | Standard Coal Coefficient (kg ce/kg) |
---|---|---|---|---|
Raw Coal | 20,908 | 25.8 | 100 | 0.714 |
Cleaned Coal | 26,344 | 25.8 | 100 | 0.900 |
Other Washed Coal | 8363 | 25.8 | 100 | 0.286 |
Briquettes | 20,908 | 26.6 | 100 | 0.700 |
Gangue | 8372 | 25.8 | 100 | 0.179 |
Coke | 28,435 | 29.2 | 100 | 0.971 |
Coke Oven Gas | 16,726 | 12.1 | 100 | 0.614 a |
Blast Furnace Gas | 3767 | 70.8 | 100 | 1.286 b |
Converter Gas | 7953 | 49.6 | 100 | 2.714 b |
Other Gas | 5227 | 12.1 | 100 | 0.657 a |
Other Coking Products | 28,435 | 25.8 | 100 | 1.500 |
Crude Oil | 41,816 | 20.0 | 100 | 1.429 |
Gasoline | 43,070 | 18.9 | 100 | 1.471 |
Diesel Oil | 42,652 | 20.2 | 100 | 1.457 |
Fuel Oil | 41,816 | 21.1 | 100 | 1.429 |
Petroleum Coke | 31,980 | 26.6 | 100 | 1.092 |
Liquefied Petroleum Gas | 50,179 | 17.2 | 100 | 1.714 |
Refinery Gas | 46,055 | 15.7 | 100 | 1.571 |
Other Petroleum Products | 41,816 | 20.0 | 100 | 1.400 |
Natural Gas | 38,931 | 15.3 | 100 | 1.330 a |
Liquefied Natural Gas | 51,486 | 15.3 | 100 | 1.757 |
Region | Provincial Power Grids |
---|---|
YRD | Shanghai, Jiangsu, Zhejiang, and Anhui |
NG | Beijing, Tianjin, Hebei, Shanxi, Shandong, and Inner Mongolia |
NEG | Liaoning, Jilin, and Heilongjiang |
CG | Jiangxi, Henan, Hebei, Hunan, Chongqing, and Sichuan |
NWG | Shaanxi, Gansu, Qinghai, Ningxia, and Xinjiang |
SG | Guangdong, Guangxi, Guizhou, Yunnan, Hainan, and Fujian |
Year | Shanghai | Jiangsu | Zhejiang | Anhui |
---|---|---|---|---|
2000–2001 | 2.79 | 8.55 | 4.96 | 2.86 |
2001–2002 | 3.77 | 10.31 | 6.49 | 3.52 |
2002–2003 | 4.37 | 13.28 | 7.68 | 4.00 |
2003–2004 | 4.77 | 15.78 | 8.26 | 5.86 |
2004–2005 | 4.53 | 20.34 | 9.58 | 7.27 |
2005–2006 | 4.68 | 25.36 | 12.27 | 7.87 |
2006–2007 | 5.18 | 27.43 | 15.54 | 9.67 |
2007–2008 | 3.27 | 24.30 | 12.05 | 10.18 |
2008–2009 | 2.89 | 23.44 | 10.66 | 13.13 |
2009–2010 | 3.79 | 25.76 | 12.40 | 18.68 |
2010–2011 | 4.30 | 22.94 | 10.93 | 14.34 |
2011–2012 | 3.82 | 25.29 | 10.16 | 13.80 |
2012–2013 | 4.11 | 26.85 | 10.93 | 14.83 |
2013–2014 | 4.39 | 22.82 | 9.50 | 14.13 |
2014–2015 | 4.63 | 24.50 | 10.00 | 13.07 |
2015–2016 | 4.09 | 22.56 | 9.45 | 13.17 |
2016–2017 | 4.50 | 22.64 | 10.15 | 13.66 |
2017–2018 | 4.14 | 22.24 | 9.51 | 13.98 |
2018–2019 | 3.69 | 19.84 | 8.72 | 13.77 |
2019–2020 | 0.91 | 12.70 | 3.41 | 7.34 |
Graphs or Tables | Source |
---|---|
Table 1 | [7,11,13,33,34,35,36,37,38,39,40,41,42,43] |
Figure 1 and Table A2 | http://www.gov.cn/zhengce/content/2017-09/13/content_5223177.htm (accessed on 10 May 2022) |
Figure 2 | Equation (1) |
Figure 3 and Figure 4, Table 2 and Table 3 | Equations (4)–(7), (12)–(15) |
Figure 5 and Figure 6, Table 4 and Table 5 | Equations (4)–(7), (12), (13) |
Table A1 | [39] |
Table A3 | Equation (14) |
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Authors | Region and Period | Type of Driving Factors | Methods | Limitations and Innovation |
---|---|---|---|---|
Zhang et al. [33] | China 1990–2016 | Production and consumption | LMDI and Tapio | These studies were limited to a single spatial scale, rarely focused on regional and provincial scales. |
Yang et al. [7] | China 1985–2010 | Production and consumption | LMDI | |
Li et al. [34] | China 2004–2015 | Production, trade, transmission, and consumption | Two-phase LMDI | |
Cui et al. [35] | China 1995–2016 | Production, transmission, and consumption | Extended STIRPAT | |
Liao et al. [38] | China and its 30 provinces 2005–2015 | Production, trade, transmission, and consumption | LMDI and K-means cluster analysis | The results of clustering are strongly influenced by the selected indicators, which makes it difficult to propose recommendations. |
He et al. [39] | China and its 30 provinces 2005–2019 | Production, trade, transmission, and consumption | LMDI and K-means cluster analysis | |
Wen et al. [40] | China and its 30 provinces 2005–2017 | Production and consumption | Shapley value and Spectral clustering | |
Chen et al. [11] | China and its 30 provinces 2003–2017 | Production | LMDI and Tapio | The decomposition is mainly limited to factors in the electricity production and consumption process. |
Wang et al. [41] | 6 power grids and 30 provinces in China 2000–2016 | Production | Theil index, nested spatial decomposition and LMDI | |
Yan et al. [42] | 6 power grids and 30 provinces in China 2000–2016 | Production and consumption | The Generalized Divisia Index Model (GDIM) | |
Luo et al. [36] | China 2007–2015 | Production and consumption | SDA | SDA is difficult to obtain continuous data since the input-output tables are published with gaps of several years [13]. |
Ma et al. [37] | China 2007–2015 | Production and consumption | SDA | |
Wang et al. [43] | 5 power grids in China 2007–2012 | Production and consumption | SDA |
Regions | Periods | ΔC a | ΔCS b | ΔCI b | ΔCEM b | ΔCG b | ΔCP b |
---|---|---|---|---|---|---|---|
YRD | 2000–2010 | 11.58% | 1.32% | −2.88% | 0.31% | 11.58% | 1.26% |
2010–2020 | 4.49% | 0.99% | −2.88% | −8.82% | 13.47% | 1.73% | |
NG | 2000–2010 | 21.51% | 1.88% | 0.25% | 0.38% | 17.41% | 1.6% |
2010–2020 | 15.46% | 2.83% | −6.82% | −4.33% | 23.34% | 0.45% | |
NEG | 2000–2010 | 3.75% | 0.43% | −0.06% | −2.04% | 5.27% | 0.16% |
2010–2020 | 1.53% | 0.68% | −1.63% | −1.98% | 5.28% | −0.81% | |
CG | 2000–2010 | 9.61% | 0.78% | −1.68% | −0.13% | 10.63% | 0.01% |
2010–2020 | 1.14% | 0.90% | −4.44% | −7.14% | 11.29% | 0.54% | |
NWG | 2000–2010 | 5.71% | 0.13% | −0.10% | 1.25% | 4.15% | 0.30% |
2010–2020 | 11.55% | 0.00% | −1.65% | 3.64% | 8.22% | 1.34% | |
SG | 2000–2010 | 9.77% | 0.44% | −0.96% | 0.47% | 9.10% | 0.73% |
2010–2020 | 3.89% | 0.66% | −2.82% | −5.80% | 9.82% | 2.03% | |
Total | 2000–2010 | 61.93% | 4.96% | −5.45% | 0.22% | 58.13% | 4.06% |
2010–2020 | 38.07% | 6.05% | −20.24% | −24.43% | 71.42% | 5.27% |
Regions | Periods | ΔC a | ΔCS b | ΔCI b | ΔCEM b | ΔCG b | ΔCP b |
---|---|---|---|---|---|---|---|
Shanghai | 2000–2010 | 6.51% | 4.37% | −2.40% | −5.81% | 6.91% | 3.45% |
2010–2020 | −2.70% | −1.06% | −1.16% | −8.10% | 6.66% | 0.97% | |
Jiangsu | 2000–2010 | 29.76% | 1.81% | −8.20% | 0.51% | 33.58% | 2.06% |
2010–2020 | 16.10% | 6.13% | −8.56% | −23.83% | 38.38% | 3.97% | |
Zhejiang | 2000–2010 | 20.14% | 0.32% | −4.32% | 4.05% | 17.24% | 2.86% |
2010–2020 | −0.41% | −0.13% | −5.33% | −16.07% | 16.01% | 5.10% | |
Anhui | 2000–2010 | 15.66% | 1.71% | −3.01% | 3.17% | 14.33% | −0.55% |
2010–2020 | 14.95% | 1.19% | −2.88% | −6.88% | 22.80% | 0.72% |
Regions | Periods | ΔC a | ΔCNEM b | ΔCES b | ΔCET b | ΔCEL b | ΔCEI b |
---|---|---|---|---|---|---|---|
YRD | 2000–2010 | 11.58% | 11.27% | −0.38% | −0.34% | 0.86% | 0.16% |
2010–2020 | 4.49% | 13.31% | −2.27% | −2.92% | 0.04% | −3.67% | |
NG | 2000–2010 | 21.51% | 21.14% | −0.86% | −1.31% | 0.52% | 2.02% |
2010–2020 | 15.46% | 19.80% | −3.98% | −2.02% | 0.61% | 1.05% | |
NEG | 2000–2010 | 3.75% | 5.79% | −0.38% | −0.36% | 0.02% | −1.33% |
2010–2020 | 1.53% | 3.52% | −1.60% | 1.05% | 0.19% | −1.62% | |
CG | 2000–2010 | 9.61% | 9.74% | −0.70% | 0.22% | 0.66% | −0.31% |
2010–2020 | 1.14% | 8.28% | −2.09% | −0.82% | 0.44% | −4.66% | |
NWG | 2000–2010 | 5.71% | 4.47% | −0.05% | 0.72% | 0.32% | 0.26% |
2010–2020 | 11.55% | 7.90% | −1.54% | 2.86% | 0.19% | 2.13% | |
SG | 2000–2010 | 9.77% | 9.31% | 0.33% | 0.40% | 0.55% | −0.82% |
2010–2020 | 3.89% | 9.69% | −3.49% | −0.33% | 0.23% | −2.21% |
Regions | Periods | ΔC a | ΔCNEM b | ΔCES b | ΔCET b | ΔCEL b | ΔCEI b |
---|---|---|---|---|---|---|---|
Shanghai | 2000–2010 | 6.51% | 12.32% | −0.13% | −3.80% | 0.44% | −2.31% |
2010–2020 | −2.70% | 5.40% | −0.24% | −2.66% | −0.03% | −5.17% | |
Jiangsu | 2000–2010 | 29.76% | 29.25% | −2.24% | −2.45% | 2.92% | 2.28% |
2010–2020 | 16.10% | 39.93% | −6.62% | −3.77% | −0.97% | −12.46% | |
Zhejiang | 2000–2010 | 20.14% | 16.09% | −0.05% | 1.32% | 0.45% | 2.33% |
2010–2020 | −0.41% | 15.66% | −4.76% | −6.83% | 0.37% | −4.85% | |
Anhui | 2000–2010 | 15.66% | 12.48% | 0.07% | 2.80% | 1.56% | −1.27% |
2010–2020 | 14.95% | 21.82% | −2.53% | −4.90% | 0.91% | −0.35% |
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Chen, J.; Jia, J.; Wang, L.; Zhong, C.; Wu, B. Carbon Reduction Countermeasure from a System Perspective for the Electricity Sector of Yangtze River Delta (China) by an Extended Logarithmic Mean Divisia Index (LMDI). Systems 2023, 11, 117. https://doi.org/10.3390/systems11030117
Chen J, Jia J, Wang L, Zhong C, Wu B. Carbon Reduction Countermeasure from a System Perspective for the Electricity Sector of Yangtze River Delta (China) by an Extended Logarithmic Mean Divisia Index (LMDI). Systems. 2023; 11(3):117. https://doi.org/10.3390/systems11030117
Chicago/Turabian StyleChen, Jianfeng, Junsong Jia, Lin Wang, Chenglin Zhong, and Bo Wu. 2023. "Carbon Reduction Countermeasure from a System Perspective for the Electricity Sector of Yangtze River Delta (China) by an Extended Logarithmic Mean Divisia Index (LMDI)" Systems 11, no. 3: 117. https://doi.org/10.3390/systems11030117
APA StyleChen, J., Jia, J., Wang, L., Zhong, C., & Wu, B. (2023). Carbon Reduction Countermeasure from a System Perspective for the Electricity Sector of Yangtze River Delta (China) by an Extended Logarithmic Mean Divisia Index (LMDI). Systems, 11(3), 117. https://doi.org/10.3390/systems11030117