Journal of Geographical Sciences >
Spatio-temporal differences and influencing factors of carbon emission equity in the Loess Plateau based on major function-oriented zones
Song Yongyong (1990-), PhD and Associate Professor, specialized in regional geography and sustainable development. E-mail: syy2016@snnu.edu.cn |
Received date: 2022-06-29
Accepted date: 2023-03-03
Online published: 2023-06-26
Supported by
National Natural Science Foundation of China(42001251)
The Fundamental Research Funds for the Central Universities(GK202201008)
In this paper, we firstly constructed a theoretical framework based on major function-oriented zones (MFOZs). Then taking the Loess Plateau (LP) as the study area, we revealed the spatio-temporal differences and influencing factors of carbon emission equity by using the carbon equity model, Theil index, and Geo-detector. The results showed that: (1) From 2000 to 2017, the carbon equity of the Loess Plateau showed a downward trend, but the ecological carbon equity remained above 2.3, which was significantly higher than the economic carbon equity. (2) The ecological carbon equity in the Loess Plateau increased from the core of urban agglomeration to the periphery. The spatial pattern of economic carbon equity changed from low in the northeast and high in the southwest to low in the north and high in the south. The ecological support coefficient and economic contribution coefficient of provincial capital cities and their surrounding districts remained low since 2000. (3) The equity of carbon emissions in each function-oriented zone in the Loess Plateau was compatible with its orientation. The ecological carbon equity of the key ecological functional zones (KEFZs) was significantly higher than that of the key development zones (KDZs) and the major agricultural production zones (MAPZs), while the economic carbon equity of the KDZs was significantly higher than that of the MAPZs and the KEFZs. (4) The formation and evolution of the spatial differentiation pattern of carbon equity in the Loess Plateau was the result of the long-term interaction effects of geographic location, social economy, science and technology level, and policy system. Among them, eco-environmental protection policy, government financial support, and geographical location are the key driving factors for the spatial pattern of ecological carbon equity. Geographical location, social economic level, and science and technology level are the key factors driving the spatial pattern of economic carbon equity. According to this study, to achieving carbon equity on the Loess Plateau region, what the key approaches are to fully implement the planning of MFOZs, design differentiated regional carbon compensation mechanisms, improve energy efficiency and ecological environment capacity, and build a collaborative regional carbon emission governance system. This research can not only provide an effective framework for analysing the carbon equity, but also offer policy implication for promoting carbon emission reduction and achieving high-quality development goals in the ecologically fragile areas.
SONG Yongyong , XIA Siyou , XUE Dongqian , MA Beibei , LIU Xianfeng . Spatio-temporal differences and influencing factors of carbon emission equity in the Loess Plateau based on major function-oriented zones[J]. Journal of Geographical Sciences, 2023 , 33(6) : 1245 -1270 . DOI: 10.1007/s11442-023-2128-4
Figure 1 Theoretical analysis framework of carbon equity and its influencing factors based on the MFOZs |
Figure 2 Geographical Location (a) and major function-oriented zones (b) in the Chinese Loess Plateau. The Chinese map is made based on the standard map with the approval number GS(2019)1698 downloaded from the standard map serves website of the National Administration of Surveying, mapping and Geoinformation, with the base map no modified. Loess Plateau, LP; Key development zones, KDZs; Major agricultural production zones, MAPZs; Key ecological functional zones, KEFZs. |
Table 1 Influencing factors of the spatio-temporal carbon equity in the Loess Plateau |
Fields | Indicators | Units | Codes |
---|---|---|---|
Geographical location | Minimum driving time to central cities | minutes | X1 |
Social economy | Population density | person per km2 | X2 |
Per capita GDP | yuan per person | X3 | |
Government expenditure | 104 yuan | X4 | |
Contribution of secondary industry to GDP | % | X5 | |
Science and technology level | Energy consumption per ten-thousand-yuan GDP | Ton standard coal/104 yuan | X6 |
Per capita education level | year | X7 | |
Policy system | Eco-environment protection policy | — | X8 |
Figure 3 Changes of ecological carbon equity in the Loess Plateau from 2000 to 2017 |
Figure 4 Spatial distribution of ecological carbon equity in the Loess Plateau from 2000 to 2017 |
Figure 5 Changes of economic carbon equity in the Loess Plateau from 2000 to 2017 |
Figure 6 Spatial distribution of economic carbon equity in the Loess Plateau from 2000 to 2017 |
Figure 7 Changes of Theil index of carbon equity in the Loess Plateau from 2000 to 2017 |
Figure 8 Contribution rates of influencing factors of carbon equity spatial differentiation pattern in the Loess Plateau |
Table 2 Interaction factors and their changes of carbon equity spatial pattern in the Loess Plateau |
Year | LP | KDZ | MAPZ | KEFZ | ||||
---|---|---|---|---|---|---|---|---|
ESC | ECC | ESC | ECC | ESC | ECC | ESC | ECC | |
2000 | X2∩X3 (0.410) | X2∩X3 (0.141) | X1∩X4 (0.531) | X2∩X4 (0.553) | X5∩X8 (0.669) | X6∩X8 (0.334) | X2∩X5 (0.527) | X6∩X8 (0.471) |
X2∩X5 (0.357) | X7∩X8 (0.138) | X3∩X6 (0.489) | X4∩X7 (0.526) | X2∩X7 (0.485) | X4∩X8 (0.313) | X3∩X8 (0.436) | X1∩X4 (0.390) | |
X2∩X6 (0.291) | X4∩X7 (0.125) | X2∩X4 (0.461) | X1∩X4 (0.467) | X1∩X4 (0.411) | X2∩X3 (0.311) | X2∩X3 (0.421) | X4∩X3 (0.344) | |
X5∩X7 (0.276) | X6∩X8 (0.121) | X6∩X7 (0.386) | X3∩X5 (0.466) | X2∩X4 (0.398) | X4∩X6 (0.307) | X1∩X2 (0.416) | X5∩X8 (0.332) | |
X2∩X4 (0.275) | X3∩X5 (0.116) | X2∩X3 (0.376) | X7∩X8 (0.393) | X2∩X6 (0.382) | X2∩X8 (0.299) | X5∩X7 (0.412) | X2∩X3 (0.332) | |
2010 | X2∩X3 (0.451) | X2∩X3 (0.237) | X5∩X7 (0.610) | X2∩X3 (0.578) | X5∩X8 (0.646) | X2∩X3 (0.431) | X2∩X5 (0.549) | X6∩X8 (0.480) |
X2∩X5 (0.385) | X3∩X7 (0.203) | X6∩X7 (0.540) | X2∩X6 (0.572) | X2∩X7 (0.487) | X2∩X8 (0.360) | X2∩X3 (0.472) | X1∩X4 (0.376) | |
X2∩X4 (0.325) | X6∩X8 (0.195) | X3∩X7 (0.533) | X2∩X4 (0.570) | X2∩X3 (0.465) | X6∩X8 (0.321) | X3∩X8 (0.472) | X3∩X4 (0.336) | |
X5∩X7 (0.324) | X6∩X7 (0.194) | X3∩X6 (0.518) | X6∩X7 (0.554) | X1∩X4 (0.458) | X1∩X6 (0.304) | X1∩X2 (0.456) | X4∩X7 (0.335) | |
X4∩X7 (0.285) | X2∩X6 (0.194) | X1∩X7 (0.518) | X1∩X6 (0.534) | X2∩X6 (0.453) | X4∩X8 (0.278) | X2∩X6 (0.433) | X5∩X8 (0.335) | |
2017 | X5∩X7 (0.300) | X3∩X5 (0.405) | X5∩X7 (0.705) | X3∩X8 (0.671) | X6∩X8 (0.533) | X6∩X8 (0.392) | X5∩X6 (0.474) | X2∩X4 (0.525) |
X5∩X8 (0.233) | X3∩X8 (0.398) | X2∩X7 (0.602) | X3∩X5 (0.631) | X4∩X7 (0.498) | X1∩X3 (0.347) | X4∩X6 (0.462) | X4∩X7 (0.485) | |
X4∩X7 (0.212) | X1∩X6 (0.363) | X1∩X7 (0.582) | X4∩X7 (0.578) | X2∩X7 (0.462) | X2∩X7 (0.337) | X3∩X5 (0.430) | X5∩X6 (0.455) | |
X3∩X5 (0.210) | X6∩X7 (0.349) | X4∩X7 (0.576) | X3∩X7 (0.560) | X1∩X7 (0.458) | X7∩X8 (0.325) | X2∩X5 (0.425) | X6∩X7 (0.437) | |
X4∩X5 (0.205) | X6∩X8 (0.336) | X7∩X8 (0.560) | X6∩X7 (0.525) | X3∩X8 (0.394) | X3∩X7 (0.322) | X3∩X8 (0.398) | X2∩X6 (0.415) |
Note: Only the top 5 interaction factors are listed. |
Figure 9 Formation mechanism of spatio-temporal pattern of carbon equity in the Loess Plateau |
[1] |
|
[2] |
|
[3] |
|
[4] |
|
[5] |
|
[6] |
|
[7] |
|
[8] |
|
[9] |
|
[10] |
|
[11] |
|
[12] |
|
[13] |
|
[14] |
|
[15] |
|
[16] |
|
[17] |
|
[18] |
|
[19] |
|
[20] |
|
[21] |
|
[22] |
|
[23] |
|
[24] |
|
[25] |
|
[26] |
|
[27] |
|
[28] |
|
[29] |
|
[30] |
|
[31] |
|
[32] |
|
[33] |
|
[34] |
|
[35] |
|
[36] |
|
[37] |
|
[38] |
|
[39] |
|
[40] |
|
[41] |
|
[42] |
|
[43] |
|
[44] |
|
[45] |
|
[46] |
|
[47] |
|
[48] |
|
[49] |
|
[50] |
|
[51] |
|
[52] |
|
[53] |
|
[54] |
|
[55] |
|
/
〈 | 〉 |