Journal of Geographical Sciences >
Multi-scale integrated assessment of urban energy use and CO2 emissions
*Corresponding author: Qin Yaochen (1959-), Professor, E-mail: qinyc@henu.edu.cn.
Author: Zhang Lijun (1985-), Lecturer, specialized in regional sustainable development. E-mail: zlj7happy@163.com
Received date: 2014-01-06
Accepted date: 2014-02-20
Online published: 2014-04-20
Supported by
National Natural Science Foundation of China, No.41171438.National Basic Research Program of China (973 Program), No.2012CB955804.National Natural Science Foundation of China, No.41201602
Copyright
Accurate and detailed accounting of energy-induced carbon dioxide (CO2) emissions is crucial to the evaluation of pressures on natural resources and the environment, as well as to the assignment of responsibility for emission reductions. However, previous emission inventories were usually production- or consumption-based accounting, and few studies have comprehensively documented the linkages among socio-economic activities and external transaction in urban areas. Therefore, we address this gap in proposing an analytical framework and accounting system with three dimensions of boundaries to comprehensively assess urban energy use and related CO2 emissions. The analytical framework depicted the input, transformation, transfer and discharge process of the carbon-based (fossil) energy flows through the complex urban ecosystems, and defined the accounting scopes and boundaries on the strength of ‘carbon footprint’ and ‘urban metabolism’. The accounting system highlighted the assessment for the transfer and discharge of socio-economic subsystems with different spatial boundaries. Three kinds methods applied to Beijing City explicitly exhibited the accounting characteristics. Our research firstly suggests that urban carbon-based energy metabolism can be used to analyze the process and structure of urban energy consumption and CO2 emissions. Secondly, three kinds of accounting methods use different benchmarks to estimate urban energy use and CO2 emissions with their distinct strength and weakness. Thirdly, the empirical analysis in Beijing City demonstrate that the three kinds of methods are complementary and give different insights to discuss urban energy-induced CO2 emissions reduction. We deduce a conclusion that carbon reductions responsibility can be assigned in the light of production, consumption and shared responsibility based principles. Overall, from perspective of the industrial and energy restructuring and the residential lifestyle changes, our results shed new light on the analysis on the evolutionary mechanism and pattern of urban energy-induced CO2 emissions with the combination of three kinds of methods. And the spatial structure adjustment and technical progress provides further elements for consideration about the scenarios of change in urban energy use and CO2 emissions.
ZHANG Lijun , LIU Gangjun , QIN Yaochen . Multi-scale integrated assessment of urban energy use and CO2 emissions[J]. Journal of Geographical Sciences, 2014 , 24(4) : 651 -668 . DOI: 10.1007/s11442-014-1111-5
Figure 1 The flow diagram of urban carbon-based energy metabolism |
Figure 2 Urban carbon-based energy metabolism scoping and boundaries Note: This figure referred to the previous research conducted by Kennedy et al. (2011). |
Table 1 Methods classification for urban energy use assessment |
Categories | Typical formula | Variable explanation | Data processing | |
---|---|---|---|---|
GBMs | City type based | UEi=UGDPi* EIi | i is the i'th city; UE is urban energy consumption; UGDP is national gross product in a city; EI is energy intensity. | GDP in municipal district of prefecture-level city can be obtained from statistics. GDP in municipal district of county-level cities and towns, and energy consumption in municipal district and towns is always unavailable, they are derived from estimation (Dhakal, 2009). |
Sector/ fuel type based | UE=∑UVj,k* EIj, sk | j is the j'th sector; k is the k'th fuel; UV is sectoral added value. | The sectoral added value and energy consumption of various kinds of fuels are obtained from statistics. Industry, construction, transportation, commerce and residential sectors are typically considered into. | |
Typical sector based | UEtrans=∑ VNv*VMTv *FEv | v is the v'th kind of vehicle; UEtrans is urban transportation energy consumption; VN is the number of vehicles; VMT is vehicle traveled per year; FE is fuel consumption per kilometer vehicle traveled. | The number of vehicles is obtained from city statistical yearbook of each city. Vehicle travels per year and energy consumption of various kinds of vehicles refer to the previous research results (Wang et al., 2010). | |
UERh= ∑UER h,s | h is the h'th households; UER is residential energy consumption; s is the s'th kind of energy use. | Part of energy consumption data are derived from questionnaire survey on standard households. Other energy consumption data are estimated based on previous study (Zheng et al., 2011). | ||
Spatial data based | UE=UEbuild+ UEindustry+ UEtrans | UEbuild, UEindustry, UEtrans are energy consumption from buildings, industries and transportation in cities. | The direct carbon emissions from point and nonpoint source and transportation are obtained from Vulcan data (Parshall, 2010). | |
UER=∑CFk UER =∑EUn | CF is fuel consumption; EU is final energy consumption from heating, cooking, lighting and son. | The simulation for urban energy consumption at various spatial scales is conducted by DECM model (Cheng, 2011). | ||
FBMs | EIO | CE=EI’* (I-A)-1*F’ | CE is energy consumption in the whole city; EI’ represents the row vector of emergy intensity; I is identity matrix; A is direct consumption coefficient; F’ is the column vector of final demands. | The energy consumption induced by final consumption is calculated on the basis of urban and regional input-output table. |
LCA | I-A is regarded as the lifecycle process with production, transportation, utilization, discharge and so on. F is regarded as functional unit. | |||
EIO- LCA | CE=EI’’ * (I-A)-1*F’’ | EI’’ is the diagonal matrix of emergy intensity; F’’ is the diagonal matrix of final demands. | The diagonalization of EI’ could disassemble the impact from carbon-based metabolism into the each linkage of production chain (GDI, 2008). | |
MFA | CEm=CMm* CAELCA, m | m is the m'th material; CM is the material consumption; CAELCA is the lifecycle energy consumption per unit material. | The urban energy consumption is accounted by material flow analysis according to the material balance principle (Codoban, 2008). | |
EMA | EM= Eτ | EM is the emergy; E is the available energy; τ is solar transformity. | Conversion factors of emergy and transformity have corresponding standards (Liu et al., 2012). | |
G+BMs | Hybird -LCA | CE=∑CEk+ (CEm + ∑CMfuel,k* CAELCA,k) | CMfuel is the fuels consumption. | The key materials and transboundary transportation occurring across the city boundaries are measured by MAF and LCA methods (Hillman et al., 2010). |
Typical sector based | CEavation=∑ CEk * Ncity /Nregion | CEavation is the urban-regional air transportation energy consumption; Ncity and Nregion are the annual number of surface passenger transportation trips from the city to the airport, and from the wider region to the airport. | The transboundary air transportation deserves being paid attention to (Kennedy, 2010). |
Table 2 Calculations of carbon-based energy metabolism by GBM and G+BM in Beijing |
Metabolic process | Input (104 tce) | Transformation (104 tce) | Transfer (104 tce) | CO2 emissions (104 t) | |
---|---|---|---|---|---|
Local input | Nonlocal input | ||||
Total metabolism | 3938 | 3016 | 3457 | 4835b | 10955 |
The transfer through various accounting methods (104 tce) | |||||
Geographical boundary based methods | Geographical boundary + based method | ||||
City type based method | Sector/fuel based method | Typical sector based method | |||
Residential sector | Transportation sector | ||||
City districts | 4728b | 4728 a, b | 1462a; 1398b | 724a | 7460 |
City administrative area | 4799b | 4735a; 4835b; 5272c | 1964a | 1335a | 7908 |
a. Data originated from ‘total energy consumption’; b. Data originated from ‘final energy consumption’;c. Data originated from ‘energy balance sheet’ |
Table 3 Calculations of carbon-based energy use by EIO-LCA method in Beijing |
Direct energy use | Complete energy use | Energy use from rural resident | Energy use from urban resident | Energy use from investment | Energy use from export | Energy use from foreign import | Energy use from domestic import | |
---|---|---|---|---|---|---|---|---|
The energy use of socio-economic activities by footprint based methods (104 tce) | ||||||||
Carbon-based energy mining | 29 | 726 | 3 | 37 | 51 | 614 | 488 | 209 |
Carbon-based energy processing | 1375 | 4812 | 57 | 671 | 848 | 2784 | 1158 | 2280 |
Metals mining | 437 | 4276 | 20 | 270 | 989 | 2812 | 1244 | 2596 |
Agriculture | 49 | 199 | 6 | 83 | 23 | 68 | 52 | 97 |
Manufacturing | 472 | 2339 | 21 | 292 | 609 | 1246 | 315 | 1550 |
Construction | 92 | 139 | 0 | 6 | 76 | 53 | 10 | 37 |
Transportation | 928 | 4226 | 38 | 488 | 699 | 2654 | 1543 | 1756 |
Commerce | 644 | 1069 | 16 | 168 | 219 | 488 | 164 | 262 |
The energy use of urban key materials (104 tce) | ||||||||
Fuel | 1403 | 5538 | 60 | 708 | 899 | 756 | 2643 | 1645 |
Food | 57 | 156 | 4 | 53 | 15 | 79 | 20 | 79 |
Cement | 164 | 578 | 3 | 39 | 210 | 291 | 58 | 356 |
Water | 2 | 4 | 1 | 1 | 1 | 2 | 1 | 1 |
Note: Carbon-based energy mining contains mining and washing of coal, extraction of petroleum and natural gas. Carbon-based energy processing contains processing of petroleum, coking, processing of nuclear fuel, production and distribution of electric power and heat power, production and distribution of gas. Agriculture contains farming, forestry, animal husbandry and fishery. Manufacturing contains all the secondary industry except for carbon-based energy mining and processing, metals mining and construction. Commerce contains all the tertiary industrial sectors except for transportation. Fuel is corresponding to most items of carbon-based energy mining and processing. Food is corresponding to all the items of food manufacturing industries. Cement is corresponding to part items of nonmetal mineral manufacturing industries. Water is corresponding to most items of production and distribution of water. |
The authors have declared that no competing interests exist.
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