Multiregional Input-Output Analysis of Spatial-Temporal Evolution

5 Dec 2017 - the characteristics and driving force of spatial-temporal evolution for net CEs-PT ... three industries with the greatest net CEs-PT outf...
0 downloads 0 Views 2MB Size
Subscriber access provided by READING UNIV

Article

Multi-regional Input-output Analysis of Spatial-temporal Evolution Driving Force for Carbon Emissions Embodied in Interprovincial Trade and Optimization Policies: A Case Study of Northeast Industrial District in China Hao Cheng, Suocheng Dong, Fujia Li, Yang Yang, Shantong Li, and Yu Li Environ. Sci. Technol., Just Accepted Manuscript • DOI: 10.1021/acs.est.7b04608 • Publication Date (Web): 05 Dec 2017 Downloaded from http://pubs.acs.org on December 10, 2017

Just Accepted “Just Accepted” manuscripts have been peer-reviewed and accepted for publication. They are posted online prior to technical editing, formatting for publication and author proofing. The American Chemical Society provides “Just Accepted” as a free service to the research community to expedite the dissemination of scientific material as soon as possible after acceptance. “Just Accepted” manuscripts appear in full in PDF format accompanied by an HTML abstract. “Just Accepted” manuscripts have been fully peer reviewed, but should not be considered the official version of record. They are accessible to all readers and citable by the Digital Object Identifier (DOI®). “Just Accepted” is an optional service offered to authors. Therefore, the “Just Accepted” Web site may not include all articles that will be published in the journal. After a manuscript is technically edited and formatted, it will be removed from the “Just Accepted” Web site and published as an ASAP article. Note that technical editing may introduce minor changes to the manuscript text and/or graphics which could affect content, and all legal disclaimers and ethical guidelines that apply to the journal pertain. ACS cannot be held responsible for errors or consequences arising from the use of information contained in these “Just Accepted” manuscripts.

Environmental Science & Technology is published by the American Chemical Society. 1155 Sixteenth Street N.W., Washington, DC 20036 Published by American Chemical Society. Copyright © American Chemical Society. However, no copyright claim is made to original U.S. Government works, or works produced by employees of any Commonwealth realm Crown government in the course of their duties.

Page 1 of 33

Environmental Science & Technology

1

Multi-regional Input-output Analysis of Spatial-temporal

2

Evolution Driving Force for Carbon Emissions Embodied in

3

Interprovincial Trade and Optimization Policies: A Case Study

4

of Northeast Industrial District in China

5 6

Hao Cheng,a Suocheng Dong,a Fujia Li,a,* Yang Yang,a,b Shantong Li,c and Yu Lia

7

(a. Institute of Geographic Sciences and Natural Resources Research, CAS, Beijing 100101, China; b. University of Chinese Academy of

8

Sciences, Beijing 100049, China; c. Department of Development Strategy and Regional Economy, Development Research Center, State

9

Council, Beijing 100010, China)

10 11

ABSTRACT: In the counties with rapid economy and carbon emissions(CEs) growth, CEs embodied in

12

interprovincial trade(CEs-PT) significantly impacts the CEs amount and structure, and represents a key issue to

13

consider in CEs reduction policies formulation. This study applied EEBT and two-stage SDA model to analyze the

14

characteristics and driving force of spatial-temporal evolution for net CEs-PT outflow in the Northeast Industrial

15

District of China(NID). We found that, during 1997-2007, the net CEs-PT flowed out from NID to 16 south and

16

east provinces, then to 23 provinces all over China, and its amount has increased 216.798Mt(by 211.67% per year).

17

The main driving forces are technology and demand(further decomposed into structure and scale matrix), the

18

contribution are 71.6418Mt and 145.1562Mt. Then, we constructed coupling relationship model and took the top

19

three industries with the greatest net CEs-PT outflow(Farming, forestry, animal husbandry and fisheries,

20

Electricity and heat production and supply, and Petroleum processing, coking and nuclear fuel processing) as

21

examples, adjusted the interprovincial trade constructions, scales and objects, to reduce the CEs-PT with lower

22

costs, greater effect and more equitable. The achievement could provide reference for formulating CEs reduction

23

policies for similar areas in the world characterized by rapid growth of economy and CEs.

24 25

TOC Art

ACS Paragon Plus Environment

Environmental Science & Technology

Page 2 of 33

26

1. INTRODUCTION

27

Carbon emissions embodied in interregional trade (CEs-RT) has a significant impact on the

28

amount and structure of regional carbon emissions (CEs), and it is an important factor that should

29

be considered in any regional CEs reduction policies formulation and adjustment. Currently, this

30

issue has attracted much attention in the literature,

31

CEs-RT have proliferated.

32

international trade (CEs-NT), while the CEs embodied in interprovincial trade (CEs-PT) within a

33

single country has received not enough attention.

1

2

3,4

5,6

and studies focusing on the transference of

However, most studies have analyzed the CEs embodied in

7-10

34

In fact, for countries with larger economies and greater CEs, they usually have more

35

provinces and more active interprovincial trade; and the CEs-PT has a greater influence on the

36

CEs in an administrative region than the CEs-NT,

37

than between countries. To engage with this issue, some scholars have conducted beneficial

38

explorations of the CEs-PT in different countries. McGregor et al. analyzed the CO2 pollution

39

content of interregional trade flowed between Scotland and the rest of the UK and found that the

40

interregional environmental spillovers within the UK was significant and that a CO2 ‘trade balance’

41

existed between Scotland and the rest of the UK.

42

model to track interregional carbon flowed in the Jing−Jin−Ji Area by combining network analysis

43

and input-output analysis, and found that the CO2 emissions embodied in products was only partially

44

controlled by a region and that the controlled carbon accounted for approximately 70% of the total

45

embodied carbon.

46

relationship inter-regional spillover of CO2 emissions and domestic supply chains for 2002 and

47

2007 within eight regions of China.

48

obtain a regional map of carbon footprints within eight regions of China from 1997 to 2007.

49

Zhang et al. applied EEBT model to clarified the provincial and sectoral contributions to national

50

emissions. Zhang et al. used provincial-level MRIO model to study the trends and disparities of

51

consumption-based emissions from Chinese provinces during the period of 2002-2007. Liu et al.

52

provided a dynamic analysis of carbon emissions embodied in consumption and export demand-

13

11

12

as trade barriers are lower between provinces

Chen and Chen presented a hybrid network

Meng et al. applied the inter-regional input-output model to explain the

14

Tian et al. applied carbon footprints and SDA analysis to 15

16

17

ACS Paragon Plus Environment

Page 3 of 33

Environmental Science & Technology

11

53

supply chains at the sub-national level based on the MRIO tables for 1997 and 2007. Zhang and

54

Tang used MRIO model and logarithm mean Divisia index approach to analyze the changes in

55

China's carbon embodied in exports at the national and provincial levels. It is noteworthy that Su

56

and Ang have conducted a continuing study of the CEs-RT, at the level of spatial aggregation and

57

sector aggregation, from the national scale and the global scale.

58

to be meaningful for revealing CEs-PT transference.

59

18

19-24

These studies are considered

The transfer quantity and direction have attracted the bulk of the attentions in the CEs-PT 25-28

60

researches

61

transference, while little research has implemented optimization policies based on the driving

62

force mechanisms analysis. What’s more, for the lack of such studies, the researches on

63

formulating policies to reduce CEs effect have been limited. Both the depth and the amount of the

64

studies are far from meeting the actual needs of CEs reduction. As a result, in most countries,

65

particularly those with greater CEs, the formulation of CEs reduction policies lacked provincial

66

coordination and cooperation, and the reduction effect was much weaker for the interference and

67

restriction of the CEs-PT. These policies reduced the CEs of a region or an industry on the surface,

68

while actually increased the CEs in another region or industry through trade associations.

69

these policies reduced the CEs reduction effect or even generated a negative effect, wasted CEs

70

reduction investment and created an unfair distribution of reduction responsibility.

71

gap in the literature, we urgently need to analyze the spatial-temporal evolution of the CEs-PT

72

transference over a long period, explore the sources and driving force mechanisms, and implement

73

optimization policies to coordinate the relationship between interprovincial trade and the CEs-PT.

74

Ultimately, the result could guide policymaker to formulate CEs reduction policies with lower

75

costs, better reduction effects, more equitable and greater cooperation between regions.

, but these researches have less consideration for the driving force of the CEs-PT

30,31

29

Thus,

To fill this

76

The Northeast Industrial District of China was selected as a case study for the CEs-PT

77

research from 1997 to 2007, because in this area and during this period, the CEs had a greater

78

contribution rate of China, and GDP and CEs had grown rapidly. Based on the 1997, 2002, and

79

2007 input-output (IO) tables of 30 provinces in China, this study applied emissions embodied in

80

bilateral trade model(EEBT), to analyze the characteristics of spatial-temporal evolution for the

ACS Paragon Plus Environment

Environmental Science & Technology

81

CEs-PT transference between the study area and other provinces. Then we applied two-stage

82

structural decomposition analysis(SDA) approach to analyze the driving force for CEs-PT

83

transference, including technology driving force and demand driving force (which was

84

decomposed into structure driving force and scale driving force). Focused on these driving forces,

85

we built a coupling relationship model(CR) of net commodity value outflow change and net CEs-

86

PT outflow change to adjusted the regional industrial structure and the interprovincial trade

87

structure in order to scientifically and efficiently reduce the CEs-PT, achieve the CEs reduction

88

target with lower costs, better effects and more equitable. This study will provide a reference for

89

formulating CEs reduction policies with lower costs, better effects and more equitable in China

90

and in similar areas worldwide characterized by rapid growth in both the economy and the CEs.

91 92

2. MATERIALS AND METHODS

93

2.1. Case Study. The study area is the Northeast Industrial District of China (NID), including

94

three traditional industrial provinces of Liaoning Province, Jilin Province and Heilongjiang

95

Province in the northeast of China. The total area of the NID is 787.3 thousand square kilometers,

96

accounting for 8.2% of China. From 1997 to 2007, the GDP of the NID increased from 776.684

97

billion Yuan to 2,355.299 billion Yuan, with an average annual growth rate of 20.32%, accounting

98

for 8.86% of China’s GDP in 2007 (Figure 1). The NID had long maintained close interprovincial

99

trade relationships with other provinces in China and had made outstanding contributions to

100

China’s economy. The NID was once an important engine for the rapid economic growth in China.

101

Meanwhile, the NID had also greatly contributed to the rapid CEs growth in China. From

102

1997 to 2007, the total CEs of the NID increased from 103.0425 Mt to 364.0169 Mt, with an

103

average annual growth rate of 25.33%, accounting for 20.20% of China’s CEs in 2007 (Figure 1),

104

which far exceeded the proportions of the area and GDP. Thus, clearly the industrial structure

105

tended toward heavy industry, and the CEs reduction pressure was huge. Currently, the NID is

106

facing the double pressures of the economic downturn, as China's economic growth has slowed,

107

and the CEs reduction. It is thus urgent to formulate scientific and reasonable CEs reduction

108

policies to improve the reduction effect with the reduction cost in minimize.

ACS Paragon Plus Environment

Page 4 of 33

Page 5 of 33

Environmental Science & Technology

109 110

Figure 1. GDP and CEs of the Northeast Industrial District from 1997 to 2007

111 112

Therefore, considering the characteristics of heavy industrial structure, high CEs and high

113

interregional trade volume, the NID is very typical and representative of those regions with rapid

114

growth of economy and CEs in the world. The NID was selected as a case study for assessing the

115

dynamic impact of the CEs-PT on CEs, implementing optimization policies to reduce CEs and

116

providing a reference for similar regions worldwide.

117

2.2. Data Sources. In this study, we used the 1997 IO tables (with 40 sectors for 30 provinces, 32

118

excluding Tibet)

119

Tibet)

120

Council, P.R.C.. The IO table is compiled once every five years, and the latest data was published

121

in 2007. To unify the data, we merged industries into 28 sectors.

33,34

and the 2002 and 2007 IO tables (with 42 sectors for 30 provinces, excluding

for China, which are compiled by the Development Research Center of the State

122

Owing to the lack of official CO2 emissions data at the provincial level, we estimated the

123

coefficients of CO2 emissions and energy consumption for 30 provincial regions based on the

124

IPCC reference approach.

125

different energy types used in different sectors of different regions into standard coal, in order to

126

achieve internal integration of energy type differences.

35,36

In the process of collecting energy consumption data, we converted

127

Firstly, we collected energy consumption data from the table named “Energy Consumption

128

by Sector” from 30 Provincial Statistical Yearbooks in 1997, 2002 and 2007. If there is no this

129

table, we replaced it with the table named “Overall Energy Balance Sheet (OEBS)” from

130

Provincial Statistical Yearbooks or the table named “Energy Balance of Region(EBR)” from

ACS Paragon Plus Environment

Environmental Science & Technology

Page 6 of 33

131

China Energy Statistical Yearbooks. The ECS could provide the energy consumption date of every

132

sector directly. While the OEBS or EBR could provide the energy consumption data of several

133

sectors or the total energy consumption data of some sectors. For the data given directly, it can be

134

used directly. For the total data, we decomposed it by the proportion obtained from the table

135

named “Consumption of Energy by Sector and Major Variety” or “Main Energy Consumption of

136

Industrial Enterprises above Designated Size by Sector” from Provincial Statistical Yearbooks.

137

Then we converted the actual amount of energy consumption into the standard coal, in

138

accordance with the energy conversion coefficient provided by the Intergovernmental Panel on

139

climate change (IPCC) and Energy Statistics Knowledge Manual (ESKM).

140 141

37

Finally, we converted the energy consumption data into carbon emissions data, in accordance with the carbon emissions coefficient provided by IPCC.

142

2.3. Methodology.

143

2.3.1 Multi-regional input-output analysis modeling for spatial-temporal evolution—EEBT.

144

There are two common approaches can be applied to measure embodied emissions: one

145

considers total bilateral trade between regions (EEBT approach) and the other considers trade to

146

final consumption and endogenously determines trade to intermediate consumption (MRIO

147

approach).38,39 They are both constructed based on multi-regional input-output tables(MRIO

148

tables), but they have different advantages. The EEBT model is relevant for considering the

149

environmental impacts of aggregated exports from and imports to a region. It has the

150

transparency property and is considered superior when analyzing bilateral trade and climate

151

policy. The MRIO model has the advantage of reflecting interregional spillover and feedback

152

effects. It is more applicable to the analysis of final consumption and analogous to LCA which

153

consider the total emissions from raw-material extraction to final consumption.39-41 In this

154

research, we want to formulate the optimization policies based on the interregional bilateral trade

155

and CEs-PT transference. It is too complex and unnecessary for considering the interregional

156

spillover and feedback effects. Comparing the above different advantages of two models, we

157

chose EEBT model to analyze spatial-temporal evolution of CEs-PT, for it is more suitable for

158

our research.

159

MRIO tables and their applications have generated substantial interest at the forefront of

ACS Paragon Plus Environment

Page 7 of 33

Environmental Science & Technology

160

environmental policy debate.42,43 To perform a multi-regional input-output study requires a

161

considerable amount of data, and much of these are not directly available. Therefore, various

162

approximations and simplifications should be used in the process of multi-regional input-output

163

compilation. Generally, a gravity model would be used to estimate an interregional commodity

164

flow matrix based on regional IO tables, and then the well-known iterative procedure of bi-

165

proportional adjustment of the RAS technique would be used to find a balanced multi-regional

166

input-output table.44,45 We obtained MRIO tables by analyzing interprovincial trade using the

167

cross-entropy method and a gravity model. Table 1 demonstrates the structure of the MRIO table

168

in region r. The region r is one of m regions in a country, and it has n industry sectors. In our

169

research, one province has one MRIO table in one year. So, there are total 90 MRIO tables for 30

170

provinces in China in 1997, 2002 and 2007. Based on these tables, we applied the EEBT model to

171

analyze the CEs-PT transference.

172

Table 1. Multi-regional input-output table of region r in a country with m regions(R) and n sectors(S)

Region r

Industry

Intermediate use

sector

Final

Total

Value flow out from Region r in

use

output

interprovincial trade

S1 ... Sj ... Sn Intermediate input

S1

. .. Si

. .. Sn



 …  …  . ..

. ..



...

 …  …  ...

. ..



. ..

 …  … 





. ..

. ..





. ..

. ..







Added value

 …  … 

Total input

 …  … 

Value flow into Region R1

   …  … 

R1

...

Rd

...

Rm

 



 



 

...

...

 



 



...

...

 



 



...

 

...

 



r in interprovincial

. .. Rd

trade

. .. Rm



...

. ..



...

   …  … 

...

. ..



...

 …    … 

173 

174

where  refers to intermediate input from sector i to sector j in region r (i,j=1……n, n=28 in

175

our study),  is the final use of sector i,  is the total output of sector i,  is the added value of



ACS Paragon Plus Environment

Environmental Science & Technology

Page 8 of 33



176

 sector j, and  is the total input of sector j. 

represents the commodity value transference of

177

sector i from region r to region d, and  represents the value transference of sector j from region

178

d to region r (d,r=1……m, m=30 in our study).



179

Direct carbon emissions (DCEs) accounting, which is used under the Kyoto Protocol, is a

180

straightforward approach to accounting for CEs.44 In this study, we represented the DCEs of the

181

country as C, and the DCEs of region r as  . The DCEs of region r, when divided by the total

182

output in region r, could indicate the quantity of DCEs per unit of output, namely, the direct

183

carbon emissions factor of region r, expresses as  . It is calculated by the following formula:

184

 =  /

185

From the horizontal angles in Table 1, we obtained

186

 =  −  

187

where X is the total output matrix, Y is the final use matrix for all regions, and A expresses

188

the local inter-industry requirements (the local technical coefficient matrix). The matrix I − 

189

is generally called the Leontief inverse matrix or the cumulative coefficient matrix.

(1)

(2)

190

We used Ex instead of Y and obtained the following:

191

 =  −  !"

192

where Ex expresses the value outflow in interregional trade, and Xe is the total input for Ex.

193

By multiplying both sides of Formula (3) by F, the CEs-PT outflow can be calculated as

194 195

(3)

follows:

 = # ×  = # × % −  !" & = ' × × % −  !" &

(4)

196

where ( expresses the CEs-PT outflow, ' is the CEs coefficient, which expresses the

197

conversion from standard coal to carbon emission, and e is the energy consumption coefficient,

198

which expresses the conversion from different type energy consumption to standard coal. The e is

199

different for different fuel types.

200

The NID includes Liaoning Province, Jilin Province and Heilongjiang Province. These three

201

provinces have the similar resource endowments, economic levels, industrial structures and levels

202

of CEs in the whole trade chain. This study combined the three provinces into a composite to

203

analyze the CEs-PT transference from the NID to other provinces.

ACS Paragon Plus Environment

Page 9 of 33

Environmental Science & Technology

204 205

The CEs-PT outflow from the NID to 27 other provinces can be demonstrated by the following formula: +,

+,

+,

+,

206

)* = -* + /* + 0*

207

where 1 is the CEs-PT outflow from sector i of the NID to sector j of the 27 other

208

provinces (d=1……27, i,j=1……28), 2 expresses Liaoning Province, 3 expresses Jilin

209

Province, and 4 expresses Heilongjiang Province.

(5)









210

According to the data and the methodology described above, we could obtain the net CEs-PT

211

outflow and the net commodity value outflow in interprovincial trade of 28 sectors between NID

212

with other 27. Then net CEs-PT outflow can be calculated as follows: +,

+,

,+

213

5)* = )* − *)

214

where 67 expresses the net CEs-PT outflow from the NID to 27 other provinces, 7

215

(6)







expresses the CEs-PT outflow from the NID, and  7 expresses the CEs-PT inflow to the NID.

216

On the same principle, the net commodity value outflow could be calculated as follows:

217

5!)* = !)* − !*)

218

where 687 expresses the net commodity value outflow from the NID to 27 other provinces,

219

87 expresses the commodity value outflow form the NID, and 8 7 expresses the commodity

220

value inflow to the NID.

+,

+,

,+

(7)







221

Based on the above EEBT model, we could analyze the characteristics of spatial-temporal

222

evolution for the net CEs-PT outflow between the NID and the other provinces from 1997 to 2007.

223

2.3.2 Modeling for driving force analysis—Two-stage SDA model. Based on the above

224

analysis, we applied structural decomposition analysis(SDA) approach to analyze the driving force

225

of the CEs-PT transference.

226

To get a general idea of SDA, we initially explored the CEs changes. Assume that there are

227

two time periods for which input-output data are available. Using superscripts 0 and 1 for the two

228

different years (0 earlier than 1, in our study, 1 express 2007 and 0 express 1997), our illustration

229

of structural decomposition in an input-output model focused on the change of net CEs-PT

ACS Paragon Plus Environment

Environmental Science & Technology

Page 10 of 33

230

outflow in two years. As usual, the net CEs-PT outflow in year t, n : (t = 0, 1), are found in an

231

input-output system as

232 233 234 235

5 = 5; × 5!" and 5< = 5;< × 5!C  expresses the effect of related technology level change,

245

reflects the technology driving force, 1/26= +6=C ∆8>  expresses the effect of the value

246

transference demand change, reflects the demand driving force. Formula 7 is the first stage of

247

SDA analysis model.

248

Based on the first stage of SDA analysis, we carried out the second stage of SDA analysis.

249

On the same principle, the change of net commodity value outflow in interprovincial trade can be

250

demonstrated by the following formula:

∆5!" = 5!" − 5!: is a column matrix with 30 rows.

263

2.3.3 Modeling for optimization—CR model. Focusing on the driving force of technology,

264

demand, structure and scale, we built a coupling relationship (CR) model for analysis the change

265

of ‘net commodity value outflow’ and ‘net CEs-PT outflow’ and the coupling relationship

266

between them. Based on the CR model, we could find out the optimization targets and formulate

267

the optimization policy.

268 269 270 271 272 273

In the CR model, We used the ‘contribution rate changes’ to measure ‘net commodity value outflow change’ and ‘net CEs-PT outflow change’. Thus we obtained the following:

∆5L! = 5L! − 5L
(12)

Where ∆6QR and ∆6QS express the ‘contribution rate changes’ of ‘net commodity value

? outflow’ and ‘net CEs-PT outflow’, 8?T?UV = 8>? + 8? , means the sum of the commodity value ? outflow and inflow, ?T?UV = >? + ? , means the sum of the CEs-PT outflow and inflow. The 68?

274

and 6? express the net commodity value outflow and the net CEs-PT outflow of industry W in

275

year t, will be positive number for the net outflow industry, or the negative number for the net

276

inflow industry.

277

The whole application process of the CR model includes three steps:

278

Firstly, based on the Formula (12), we calculated the contribution rate changes of net

279

commodity value outflow (∆6QR ) and net CEs-PT outflow (∆6QS ) of each industry.

280

Secondly, based on the coupling relationship of ∆nPY and∆nPZ , we divided industries into 4

281

types and implemented different optimization policies for each industrial type according to the

282

industrial characteristics. Specific description is as follows:

ACS Paragon Plus Environment

Environmental Science & Technology

283 284 285

If ∆6QR >0 and ∆6QS 0 and ∆6QS >0, the

287

industry belongs to Type Ⅲ, characterized by net commodity value outflow has increased and net

288

CEs-PT outflow has also increased from 1997 to 2007. In Type Ⅲ, if ∆6QR >∆6QS >0, the industry

289

belongs to Type Ⅲ-A, characterized by net commodity value outflow has increased greater than

290

net CEs-PT outflow increased; if ∆6QS >∆6QR >0, the industry belongs to Type Ⅲ-B, characterized

291

by net commodity value outflow has increased less than net CEs-PT outflow increased. If ∆6QR 0;

460

and Type Ⅳ: ∆6QR