Forecast and Analysis Energy Structure in Seven Regions of China
Jiemin Wang, Yueyu Li and Tian Li
Business School, Sichuan university, Chengdu, China
Keywords: Energy Structure, Markov Chain
Abstract: As the world's energy consuming country, the change of China's energy structure has greatly affected the global
energy emission. The prediction of its energy structure is of great significance to the energy policy guidance of the
whole world and the development of the global economy. Because of China's vast territory, it is also necessary to
forecast its energy structure by region. According to the characteristic that the energy consumption structure has
no Markov aftereffect, this paper establishes a forecast model of the energy supply structure with planning
constraints, and predicts the energy structure in the next 5 years by the model. The results show that the energy
structure of different regions in China has different characteristics and will not change much in the long term.
1 INTRODUCTION
With the acceleration of industrialization, China has
achieved tremendous economic development in the
past few decades, and now it has become the world's
second largest economy and occupies a pivotal
position in the international arena. However, behind
the great achievements, we have also paid a great
price. The rapid development of economy brings not
only the improvement of living standard, but also the
excessive consumption of primary energy, great
increase of carbon emissions and other environmental
problems. In 2005, China was the world's second
largest emitter of carbon, accounting for 18% of
global emissions. In 2006, China was already the
world's largest emitter of primary energy
consumption. In 2018, China's carbon emissions were
27.32% of the world's total, already more than the
United States and the European Union combined. Mi
et al. (2017) concluded that China's carbon emissions
have some time to grow and are expected to peak in
2026. China is already facing huge international
pressure to conserve energy and reduce emissions.
Therefore, it is extremely necessary to analyze and
predict the energy structure.
This paper is divided into four parts. The second
part, literature review, Part III, Data sources, the
introduction of the model and a brief proof. The
fourth part, the result display and analysis. The fifth
part, gives the plan and the suggestion.
2 LITERATURE REVIEW
With the increasingly serious environmental
problems, more and more scholars begin to pay
attention to the problem of carbon emissions. Most of
their research has focused on three points. First, study
the decoupling relationship between carbon
emissions and economic growth, the main method of
this problem is Tapio decoupling mode(Tapio,
2005) .A large number of scholars have used this
model to analyze the relationship between carbon
emissions and economic growth in various industries.
Q. Wang and Wang (2019) studied the decoupling
relationship between carbon emissions from the
transportation sector and economic growth in six
provinces of China. Zhao, Kuang, and Huang (2016)
analyzed the decoupling factors of carbon emissions
in the transportation industry of Guangdong Province.
Du, Zhou, Pan, Sun, and Wu (2019)[5] analyzed the
decoupling factors between carbon emissions and
economic growth in China's construction industry.
And Another scholars Q. Wang, Su, and Li (2018)
made a comparative analysis on the decoupling
relationship between carbon emissions and economic
growth in China and India.
The second is to study the driving factors of
carbon emission and carbon emission intensity with
main method LMDI model(Ang, 2003). W. Wang,
Liu, Zhang, and Li (2013) explored the influence of
carbon emission and carbon emission intensity
driving factors in Jiangsu Province. Zhang, Song, Su,
and Sun (2015) used LMDI method to analyze and
Wang, J., Li, Y. and Li, T.
Forecast and Analysis Energy Structure in Seven Regions of China.
DOI: 10.5220/0011103600003355
In Proceedings of the 1st International Joint Conference on Energy and Environmental Engineering (CoEEE 2021), pages 5-9
ISBN: 978-989-758-599-9
Copyright
c
2022 by SCITEPRESS Science and Technology Publications, Lda. All rights reserved
5
study the influencing factors of decoupling between
China's economic growth and energy consumption. In
order to find an effective way to reduce China's
carbon emission intensity. Other scholars have
focused on the drivers of carbon emissions in various
industries. Ren, Yin, and Chen (2014)[10] analyzed
the influencing factors of carbon emissions in China's
manufacturing industry. Some scholars also used
LMDI to explore the energy structure and energy
consumption. Xia and Wang (2020) analyzed the
driving factors of energy consumption structure and
built a hybrid prediction model.
3 DATA SOURCES AND
METHODS
3.1 Data Sources
This paper selects the data of primary energy
consumption and energy structure of each province in
China from 1997 to 2017. All of these come from
China statistical Yearbook[12] and National Bureau
of Statistics[13]
3.2 Markov Model
Markov model is built on the basic principle of
Markov chain. Markov chain means that in the
transformation process of things, the transformation
of state is only related to the previous state, so the
future state of Markov chain is only related to the
current state, and has nothing to do with the past
state. Therefore, this model has a relatively high
prediction accuracy for non-aftereffect sequences.
The markov model is established as follows:
The set of Markov processes is {S,T}, where S is
a discrete set of states. T = {t
,t
,...
t
} is the time set.
S = {S
,
,S
,S
,...,S
}. S
represents the i state at
time t. Let S
= i be the state at time m. S

= j
be the state at time m+1, So the probability of going
from state i to state j is p

= {P(S
=
i) | P(S

= j}. The matrix P = p

is called the
one-step transfer matrix. The elements in the matrix
satisfy p

≥1, and
p

 
= 1.
The state transfer equation is:
𝑆

= 𝑆
P (1)
P = 𝑝

=
𝑝

𝑝

⋯𝑝

𝑝

𝑝

⋯𝑝

⋮⋮
𝑝

𝑝

⋯𝑝

(2)
Above we have defined the one-step transfer
equation 𝑝

, then we define the n-step transfer
equation 𝑃

.
Since the energy consumption structure does not
fully conform to the non-after-effect characteristics,
one-step transfer proof cannot be completely and
accurately determined. Therefore, in order to estimate
the one-step transfer matrix more accurately, the
following model is established:
𝑚𝑖𝑛(𝑓(𝑃)) =||𝑆(𝑡+ 1) − 𝑆(𝑡) ∗ 𝑃||

 
(3)
𝑝

 
= 1 (4)
𝑝

0 (5)
In the formula, T refers to the number of moments
experienced by the system, S is the set of all states at
each moment. The model is solved by nonlinear
programming method.
4 RESULTS AND DISCUSSION
4.1 One-Step Transition Matrix
The one-step transfer matrix of one region is obtained
from formula 4.5-4.7 and the result is as figure 1, The
proportion of coal in other areas is 0.9605, 0.8964,
0.9328, 0.9986, 0.9587, 0.9779, respectively.
0.7963 0 0 0.0344 0 0 0 0 0.1692
0.0001 0.1998 0.4724 0.0020 0.0186 0.3070 0 0 0.0001
0 0.0725 0.7964 0 0.0001 0.1293 0.0001 0.0013 0.0002
0.2235 0.0001 0.0015 0.7739 0.0005 0.0004 0.0001 0.0001 0
0 0.0029 0.0034 0.0012 0.1845 0.0013 0.7525 0.0094 0.0447
0.0005 0 0.1441 0.0011 0.0055 0.4102 0.0268 0.3732 0.0385
0.0039 0.0039 0.9380 0.0026 0.0034 0.0045 0.0401 0.0034 0.0004
0.9815 0.0012 0.0006 0.0001 0.0047 0.0003 0.0042 0.0035 0.0037
0.0012 0.0552 0.0102 0 0.0471 0.0026 0 0.1331 0.7506
South China
Figure 1: One-step transition matrix for South China.
CoEEE 2021 - International Joint Conference on Energy and Environmental Engineering
6
4.2 Energy Structure Change and
Forecast in Each Region
According to Formula 4.4, the one-step transfer
matrix is used to predict the energy consumption of
each region in the past five years, and the prediction
results are shown in table 2.
Under the prediction of Markov chain, the average
relative error of prediction in south China, North
China, Central China, East China, northwest China,
southwest China, Northeast China is 0.076, 0.075,
0.072, 0.048, 0.091, 0.082, 0.066.
The forecast results show that the proportion of
various energy sources in south China is relatively
healthy, the proportion of coal is relatively small, the
proportion of clean energy is relatively high, and the
proportion of various energy sources will not change
significantly in the next few years. In North China,
the proportion of coal is relatively high and rising
gradually, while the proportion of clean energy and
natural gas is relatively small. The proportion of coal
in central China is also very low, only 0.39 in 2020,
with a trend of gradual decline. The proportion of
clean energy is very high and rising. The proportion
of oil in east China is far higher than that in other
regions, and the proportion of clean energy is
relatively low. The proportion of coal is decreasing
year by year, while the proportion of oil is increasing
year by year, while the change of clean energy and
natural gas is not obvious. The proportion of coal in
northwest China is extremely high, reaching 70% in
2020 and showing an increasing trend year by year.
Other sources of energy are relatively small,
accounting for less than 1% of clean energy and
natural gas, and will not change significantly in the
next few years. The proportion of coal in southwest
China will continue to decrease, while the proportion
of other energy sources will increase to different
degrees. The proportion of coal in northeast China
will continue to decline, while the proportion of
natural gas and clean energy will continue to rise.
Table 2: Energy structure forecast for each region.
Region Year The energy structure
South
China
coal coke
Crude
oil
gasoline kerosene diesel Fuel oil
Natural
gas
Clean
energy
2018
2019
2020
2021
2022
0.3271
0.3271
0.3269
0.3265
0.3256
0.0348
0.0348
0.0348
0.0348
0.0349
0.2028
0.2027
0.2026
0.2025
0.2026
0.0516
0.0519
0.0523
0.0528
0.0535
0.0152
0.0152
0.0152
0.0152
0.0152
0.0638
0.0638
0.0639
0.0641
0.0644
0.0140
0.0140
0.0140
0.0140
0.0137
0.0557
0.0557
0.0558
0.0559
0.0560
0.2349
0.2347
0.2345
0.2343
0.2342
North
China
coal coke
Crude
oil
gasoline kerosene diesel Fuel oil
Natural
gas
Clean
energy
2018
2019
2020
2021
2022
0.6541
0.6521
0.6503
0.6488
0.6477
0.0931
0.0948
0.0966
0.0985
0.1007
0.0498
0.0506
0.0515
0.0524
0.0531
0.0208
0.0211
0.0214
0.0217
0.0220
0.0126
0.0124
0.0122
0.0120
0.0118
0.0208
0.0220
0.0232
0.0246
0.0260
0.0031
0.0031
0.0030
0.0029
0.0029
0.0562
0.0554
0.0545
0.0533
0.0519
0.0894
0.0884
0.0872
0.0859
0.0839
Central
China
coal coke
Crude
oil
gasoline kerosene diesel Fuel oil
Natural
gas
Clean
energy
2018
2019
2020
2021
2022
0.3812
0.3865
0.3929
0.4006
0.4101
0.0536
0.0545
0.0556
0.0569
0.0585
0.0521
0.0528
0.0535
0.0543
0.0549
0.0391
0.0393
0.0394
0.0394
0.0392
0.0064
0.0063
0.0061
0.0060
0.0058
0.0502
0.0495
0.0487
0.0479
0.0471
0.0055
0.0055
0.0055
0.0055
0.0055
0.0358
0.0351
0.0343
0.0333
0.0321
0.3761
0.3706
0.3640
0.3561
0.3466
East China coal coke Crude
oil
gasoline kerosene diesel Fuel oil Natural
gas
Clean
energy
2018
2019
2020
2021
2022
0.4544
0.4612
0.4689
0.4780
0.4887
0.0808
0.0793
0.0775
0.0752
0.0724
0.2316
0.2293
0.2267
0.2237
0.2199
0.0513
0.0504
0.0494
0.0479
0.0459
0.0085
0.0085
0.0086
0.0086
0.0088
0.0498
0.0492
0.0486
0.0479
0.0473
0.0409
0.0411
0.0414
0.0419
0.0427
0.0607
0.0588
0.0567
0.0543
0.0515
0.0220
0.0221
0.0222
0.0225
0.0229
Forecast and Analysis Energy Structure in Seven Regions of China
7
Northwest coal coke Crude
oil
gasoline kerosene diesel Fuel oil Natural
gas
Clean
energy
2018
2019
2020
2021
2022
0.7176
0.7095
0.7010
0.6923
0.6832
0.0362
0.0378
0.0396
0.0415
0.0434
0.1144
0.1195
0.1249
0.1307
0.1368
0.0199
0.0201
0.0202
0.0203
0.0204
0.0021
0.0021
0.0022
0.0023
0.0023
0.0320
0.0332
0.0344
0.0357
0.0370
0.0022
0.0022
0.0023
0.0023
0.0023
0.0730
0.0727
0.0724
0.0720
0.0716
0.0026
0.0027
0.0028
0.0029
0.0030
Southwest coal coke
Crude
oil
gasoline kerosene diesel Fuel oil
Natural
gas
Clean
energy
2018
2019
2020
2021
2022
0.4464
0.4635
0.4814
0.5003
0.5202
0.0571
0.0586
0.0602
0.0619
0.0639
0.0537
0.0510
0.0479
0.0442
0.0399
0.0892
0.0843
0.0793
0.0744
0.0695
0.0228
0.0218
0.0207
0.0197
0.0188
0.1038
0.0985
0.0935
0.0888
0.0845
0.0068
0.0065
0.0062
0.0059
0.0057
0.1215
0.1161
0.1103
0.1042
0.0978
0.0987
0.0999
0.1006
0.1006
0.0998
Northeast coal coke
Crude
oil
gasoline kerosene diesel Fuel oil
Natural
gas
Clean
energy
; 2018
2019
2020
2021
2022
0.4955
0.4996
0.5038
0.5080
0.5125
0.0594
0.0602
0.0610
0.0618
0.0626
0.2472
0.2501
0.2533
0.2567
0.2604
0.0352
0.0351
0.0349
0.0347
0.0345
0.0032
0.0032
0.0032
0.0031
0.0031
0.0347
0.0360
0.0374
0.0389
0.0405
0.0083
0.0084
0.0084
0.0086
0.0090
0.0307
0.0305
0.0301
0.0295
0.0286
0.0858
0.0772
0.0681
0.0587
0.4880
5 CONCLUSIONS AND
RECOMMENDATIONS
The results show that the polarization of energy
structure is very serious, and its transformation is
worrying. Except for south and central China. The
rest of the region's clean energy share is very small,
less than 10 percent. Moreover, the transformation
trend is slow, and even negative in north China,
northeast China and other regions. The results of this
paper also show that most of China is still coal-based,
with only southern and central China out of the state.
For now, China's renewable energy, clean energy
growth less so for a long period of time does not
change this situation. Account for this situation, the
government should according to different regions to
develop a different method of policy for north China,
east China, should strengthen the high energy
consumption, high pollution enterprise to control,
reduce the one of primary energy consumption.
Northwest, southwest and northeast should
strengthen the research and development of
performance source technology, accelerate the
growth rate of new energy and clean energy through
market incentive mechanism and supporting new
energy enterprises, so as to increase the proportion of
clean energy. For south and central China, the
government should continue its investment in new
energy research and development, so as to effectively
increase the proportion of clean energy.
REFERENCES
Ang, B. W. 2003 . The LMDI approach to decomposition
analysis: a practical guide %J Energy Policy. 33(7).
Du, Q., Zhou, J., Pan, T., Sun, Q., & Wu, M. 2019.
Relationship of carbon emissions and economic growth
in China's construction industry. Journal of Cleaner
Production, 220, 99-109. doi:10.1016/j.jclepro.
Mi, Z., Wei, Y.-M., Wang, B., Meng, J., Liu, Z., Shan, Y.,
. . . Guan, D. 2017. Socioeconomic impact assessment
of China's CO2 emissions peak prior to 2030. Journal
of Cleaner Production, 142, 2227-2236.
doi:10.1016/j.jclepro.
Ren, S., Yin, H., & Chen, X. 2014 . Using LMDI to analyze
the decoupling of carbon dioxide emissions by China's
manufacturing industry. Environmental Development,
9, 61-75. doi:10.1016/j.envdev.
Tapio, P. 2005 . Towards a theory of decoupling: degrees
of decoupling in the EU and the case of road traffic in
Finland between 1970 and 2001. Transport Policy,
12(2), 137-151. doi:10.1016/j.tranpol.2005.01.001
Wang, Q., Su, M., & Li, R. 2018 . Toward to economic
growth without emission growth: The role of
urbanization and industrialization in China and India.
Journal of Cleaner Production, 205, 499-511.
doi:10.1016/j.jclepro.
CoEEE 2021 - International Joint Conference on Energy and Environmental Engineering
8
Wang, Q., & Wang, S.2019 . A comparison of
decomposition the decoupling carbon emissions from
economic growth in transport sector of selected
provinces in eastern, central and western China. Journal
of Cleaner Production, 229, 570-581.
doi:10.1016/j.jclepro.
Wang, W., Liu, R., Zhang, M., & Li, H.2013 .
Decomposing the decoupling of energy-related CO2
emissions and economic growth in Jiangsu Province.
Energy for Sustainable Development, 17(1), 62-71.
doi:10.1016/j.esd.
Xia, C., & Wang, Z. 2020 . Drivers analysis and empirical
mode decomposition based forecasting of energy
consumption structure. Journal of Cleaner Production,
254. doi:10.1016/j.jclepro.
Zhang, M., Song, Y., Su, B., & Sun, X. 2015. Decomposing
the decoupling indicator between the economic growth
and energy consumption in China. Energy Efficiency,
8(6), 1231-1239. doi:10.1007/s12053-015-9348-0
Zhao, Y., Kuang, Y., & Huang, N. 2016. Decomposition
Analysis in Decoupling Transport Output from Carbon
Emissions in Guangdong Province, China. Energies,
9(4). doi:10.3390/en9040295
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