2.1 Study area
Most studies in China focus on mapping CO2 emissions in the east or some developed provinces, and less attention is paid to the economically less developed provinces in western China 3, 5. Most provinces in western China are in the initial stage of rapid economic development, and their CO2 emissions are also in a stage of rapid increase. To balance economic growth and control of carbon emissions in these regions in the future, it is important to understand temporal and spatial distribution patterns of carbon emissions. Thus, in this study, the western province of Guizhou was used as a case study.
Guizhou Province is in the hinterland of Southwest China, and it covers approximately 176,167 km2 and includes nine cities (prefectures) and 88 county-level administrative divisions (Fig. 1). Guizhou Province is a transportation hub in Southwest China and an important part of the Yangtze River economic belt. With implementation of a western development strategy, the economy of Guizhou entered a stage of rapid development. By 2019, the regional gross domestic product (GDP) in the province reached 1,676.934 billion yuan, with an annual growth rate of 8.3% 26. The growth rate ranked first in China for nine consecutive years and was first in China for three consecutive years. Acceleration of industrialization and urbanization has led to rapid growth in energy demand and a significant increase in carbon emissions. The contradiction between demand for rapid economic growth and control of CO2 emissions is increasingly prominent in Guizhou Province. Guizhou Province is a typical area of “rich coal, lack of oil and less gas,” and thus, coal has long dominated energy consumption.
2.3 Carbon accounting
Carbon emissions in Guizhou Province were considered primarily from two aspects: energy-related emissions and industrial process-related emissions, which were based on the 2019 refinement to the 2006 IPCC Guidelines 27. Carbon accounting was conducted for 2009 and 2019. The emission factors adopted the recommended values consistent with actual emissions in China, which are described in Shan et al. (2018). Energy-related carbon emissions were those emitted during the combustion of fossil fuels, which included emissions from 17 fossil fuels burned in 47 socioeconomic sectors in this study. Emissions were calculated according to the following equation:
$${\varvec{C}\varvec{E}}_{\varvec{i}\varvec{j}}={\varvec{F}\varvec{C}}_{\varvec{i}\varvec{j}}\times {\varvec{N}\varvec{C}\varvec{V}}_{\varvec{i}}\times {\varvec{C}\varvec{C}}_{\varvec{i}}\times {\varvec{O}\varvec{R}}_{\varvec{i}\varvec{j}}$$
1
where \({CE}_{ij}\) and \({FC}_{ij}\) are the CO2 emissions and the consumption of fossil fuel type i in socioeconomic sector j, respectively; \({NCV}_{i}\) is the net calorific value of fossil fuel type i; \({CC}_{i}\) is the CO2 emissions per unit of net heat generated by fossil fuel i; and \({OR}_{ij}\) is the oxidation rate during fuel combustion 28. Fossil fuel consumption (\({FC}_{ij}\)) was obtained based on China’s energy statistical yearbooks and Guizhou’s statistical yearbooks in 2009 and 2019.
Forty-seven socioeconomic sectors are described in Shan et al. (2018), including farming, forestry, animal husbandry, fishery and water conservancy, coal mining and dressing, petroleum and natural gas extraction, ferrous metals mining and dressing, production and supply of electric power, steam and hot water, transportation, storage, post and telecommunication services, wholesale, retail trade, and catering services, other service sectors, urban resident energy usage, and rural resident energy usage, among others. The 17 fossil fuels included raw coal, cleaned coal, other washed coal, briquette, coke, coke over gas, other gas, other coking products, crude oil, gasoline, kerosene, diesel oil, fuel oil, other petroleum products, liquefied petroleum gas, refinery gas, and natural gas.
Carbon dioxide emissions from industrial processes are primarily due to physical and chemical reactions in production processes. Cement production is the main source of carbon emissions, accounting for approximately 75% of total CO2 emissions from industrial production in China 28. Therefore, in this study, emissions from the cement production process were determined according to the following equation:
$${\varvec{C}\varvec{P}}_{\varvec{k}}={\varvec{F}\varvec{C}}_{\varvec{k}}\times {\varvec{C}\varvec{F}}_{\varvec{k}}$$
2
where \({CP}_{k}\) is the CO2 emissions during cement production and \({FC}_{k}\) is the activity factor in the carbon emissions accounting for cement production in year k, that is also the cement output. The activity factor was obtained from the official data set of the National Bureau of Statistics. The emission factor of cement production is \({CF}_{k}\), which was equal to 0.2906 28. Carbon dioxide emissions from cement production were classified as manufacturing in this study.
2.3 Mapping CO2 emissions
As the carrier of economic activities, land is also the carrier of CO2 emissions from fossil fuel combustion and industrial production. Due to the difficulty of obtaining the location information of mass emission sources, this study presented a downscaling method for the mapping of CO2 emissions with the help of land use data, nighttime light data, and et al. The spatialization of CO2 emissions in this study included three steps. First, the linkage of socioeconomic sectors and their corresponding land use type were established. The emissions for different sectors were allocated to corresponding land use types. Second, within each land use type, the total CO2 emissions of each sector will be allocated to grid cells with size of 30 meters based on nighttime light data, population, and other spatial auxiliary data.
2.3.1 CO emissions from sectors to land use types
This study established the linkage of different sectors with land use types. The CO2 emissions from different sectors were allocated to the corresponding land use types (Fig. 2). First, the 47 economic sectors were first merged into eight sectors, which including production and supply of electric power sector, the farming, forestry, animal husbandry, fishery and water conservancy sector, mining sector, transportation service sector, manufacturing industries, wholesale, retail trade, catering, and other service sectors, urban residents energy usage, and rural residents energy usage. The land use types in 2019 included mining land, industrial land, transportation sites, traffic and roads, urban residential land, rural settlements, and commercial land, among others. The spatial resolution of land use data is 30 meters, and the time is 2009 and 2019.
Carbon dioxide emissions from different industries were allocated to their corresponding land use types based on the land use classification system in 2019. The specific scheme is shown in Fig. 2. As point-source data, CO2 emissions generated by power plants were allocated to industrial land parcels according to power plant coordinates. Data on power plants were obtained from the world power plant database (https://www.wri.org/research/global-database-power-plants). Carbon dioxide emissions from manufacturing were allocated to industrial lands excluding those where power plants were located. Emissions from combustion of oil fuels in transportation, storage, and post and telecommunication services sectors were allocated to roads, and emissions from combustion of nonoil fuels were allocated to transportation sites.
Carbon dioxide emissions from mining sectors were allocated to mining lands. Emissions from energy use by urban and rural residents were allocated to urban and rural residential lands, respectively. Emissions generated by wholesale, retail trade, catering services, and other service sectors were allocated to facility lands of the commercial service industry. Emissions from agriculture, forestry, animal husbandry, and sideline and fishery industries were allocated to lands for agricultural facilities, hydraulic construction, and other land types. Because the land use classification in 2009 does not separately list lands for the service industry, emissions from urban residents and the service industry were uniformly allocated to urban land.
2.3.2 High spatial resolution mapping of CO2 emissions in different land use types
After emissions of different industries were allocated to different land classes, emissions on each grid pixel cell were allocated adjusting for the weight of nighttime light or population in each land class 17, 25, 29. The grid size was set to be consistent with the land use data, which is 30 meters. Carbon dioxide emissions in urban and rural residential lands were spatially distributed weighted by population data, whereas those from other land use types were spatially distributed weighted by lighting data. Emissions allocated increased as light or population values increased. Emissions were estimated according to the following equation:
$${\varvec{C}}_{\varvec{t}\varvec{j}}={\varvec{C}\varvec{E}}_{\varvec{j}}\times \frac{{\varvec{N}\varvec{L}}_{\varvec{t}}}{\sum _{\varvec{t}=1}^{\varvec{n}}{\varvec{N}\varvec{L}}_{\varvec{t},\varvec{j}}}$$
3
where \({C}_{tj}\) is the CO2 emissions of grid t in ground class j; \({CE}_{j}\) is the total emissions allocated to land class j; \({NL}_{t}\) is the nighttime light brightness value or population value of the grid; n is the number of grid t in land type j; and \(\sum _{t=1}^{n}{NL}_{t,j}\) is the sum of light values or populations of all grids in ground class j. Ultimately, spatial distributions of CO2 emissions in 2009 and 2019 were obtained. Nighttime light and population data were resampled to a resolution of 30 m to be consistent with land use data. Nighttime lighting data used were obtained from the corrected global DMSP NTL time series data set 30. Population data were from the kilometer-grid data set of the spatial distribution of China’s population from the Resource and Environmental Science and Data Center (https://www.resdc.cn/).
2.4 Scale effect analysis and optimal resolution selection
Scale dependence of spatial heterogeneity has always been a concern in geography and ecology, which includes grain and extent. Extent is the geographic scale, which was the provincial scale in this study. Grain represents the spatial resolution of a map. If the spatial resolution is too large, the location information of carbon emissions will not be expressed accurately. If the spatial resolution is too small, the mapping process will be time-consuming and the amount of data will increase, especially in a large area. Therefore, it is very important to determine the appropriate spatial resolution for the mapping of CO2 emissions. In this study, the spatial distribution maps of CO2 emissions with different resolutions were produced by changing the grid size. The scale effect and the optimal resolution of the spatial distribution of emissions under different resolutions were analyzed. At the highest spatial resolution, the minimum grid size is set to 30 m. The spatial distributions of CO2 emissions under different grid sizes are obtained by increasing grid size at 30-m increments up to 2,010 m.
Referring to previous studies, this study used the landscape metrics to analyze the scale effect of the spatial distribution of carbon emissions and determine optimal resolution 3, 31. The landscape metrics was calculated by FRAGSTATS 4.2 software 32. The changes and scale effects of the index at different scales were analyzed. Scale effect indicators were Shannon’s diversity index (SHDI) and evenness index (SHEI), the aggregation index (AI), and the proportion of like adjacencies (PLADJ), which are sensitive to scale changes 31, 33. The two Shannon indices indicate diversity (SHDI) and evenness (SHEI) of patch types and therefore are measures of landscape heterogeneity. Both indices are especially sensitive to unbalanced distributions of each patch type in the landscape. The AI indicates the spatial aggregation of patch types, and PLADJ indicates the agglomeration of a landscape. All indicators were calculated at the landscape level. When a landscape index changes with scale, there may be an obvious “scale turning point (inflection point)”, and the two adjacent inflection points are called the scale domain. In a scale domain, the landscape pattern index is relatively stable, and therefore, its pattern characteristics are relatively stable, which can better reflect characteristics of the regional landscape pattern and also indicate optimal resolution.
2.5 Analysis on influencing factors of regional differences in CO emissions
Based on the spatial distribution of CO2 emissions, this study further explored the influencing factors of regional differences in CO2 emissions in the study area. The influencing factors mainly considered the economic development conditions, industrial structure, and urbanization level. With counties (districts) as the unit, CO2 emissions, economic development conditions, industrial structure, and urbanization level were determined for 88 counties (districts) in Guizhou Province in 2009 and 2019. Economic development condition was indicated by GDP and per capita GDP. Industrial structure was indicated by proportions of primary, secondary, and tertiary industries. Area of built-up area, per capita construction land area, and proportion of construction land area were used to indicate urbanization level. The scatter diagram between each impactor factors and CO2 emissions were constructed and their relationship were analyzed based on the statistical models, such as linear function, univariate quadratic polynomial, exponential function, logarithmic function, etc.