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Frontiers of Environmental Science & Engineering

ISSN 2095-2201

ISSN 2095-221X(Online)

CN 10-1013/X

Postal Subscription Code 80-973

2018 Impact Factor: 3.883

Front. Environ. Sci. Eng.    2022, Vol. 16 Issue (2) : 25    https://doi.org/10.1007/s11783-021-1459-6
RESEARCH ARTICLE
Achieving air pollutant emission reduction targets with minimum abatement costs: An enterprise-level allocation method with constraints of fairness and feasibility
Yanfei Chen1, Ji Zheng1, Miao Chang1(), Qing Chen1(), Cuicui Xiao2
1. School of Environment, Tsinghua University, Beijing 100084, China
2. School of Humanities and Social Sciences, University of Science and Technology Beijing, Beijing 100083, China
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Abstract

• Quantification of efficiency and fairness of abatement allocation are optimized.

• Allocation results are refined to the different abatement measures of enterprises.

• Optimized allocation results reduce abatement costs and tap the abatement space.

• Abatement suggestions are given to enterprises with different abatement quotas.

For achieving air pollutant emission reduction targets, total pollutant amount control is being continuously promoted in China. However, the traditional pattern of pollutant emission reduction allocation regardless of economic cost often results in unreasonable emission reduction pathways, and industrial enterprises as the main implementers have to pay excessively high costs. Therefore, this study adopted economic efficiency as its main consideration, used specific emission reduction measures (ERMs) of industrial enterprises as minimum allocation units, and constructed an enterprise-level pollutant emission reduction allocation (EPERA) model with minimization of the total abatement cost (TAC) as the objective function, and fairness and feasibility as constraints for emission reduction allocation. Taking City M in China as an example, the EPERA model was used to construct a Pareto optimal frontier and obtain the optimal trade-off result. Results showed that under basic and strict emission reduction regulations, the TAC of the optimal trade-off point was reduced by 46.40% and 45.77%, respectively, in comparison with that achieved when only considering fairness, and the Gini coefficient was 0.26 and 0.31, respectively. The abatement target was attained with controllable cost and relatively fair and reasonable allocation. In addition, enterprises allocated different emission reduction quotas under different ERMs had specific characteristics that required targeted optimization of technology and equipment to enable them to achieve optimal emission reduction effects for the same abatement cost.

Keywords Pollutant emission reduction allocation      Emission reduction measures      Total abatement cost      Economic efficiency      Abatement space     
Corresponding Author(s): Miao Chang,Qing Chen   
Issue Date: 13 July 2021
 Cite this article:   
Yanfei Chen,Ji Zheng,Miao Chang, et al. Achieving air pollutant emission reduction targets with minimum abatement costs: An enterprise-level allocation method with constraints of fairness and feasibility[J]. Front. Environ. Sci. Eng., 2022, 16(2): 25.
 URL:  
https://academic.hep.com.cn/fese/EN/10.1007/s11783-021-1459-6
https://academic.hep.com.cn/fese/EN/Y2022/V16/I2/25
Fig.1  GCAC-TAC scatter plot (a) under basic emission reduction regulation and (b) strict emission reduction regulation.
Scenarios TAC (million RMB) GCAC Emission reduction in PEER (t) Emission reduction in ESA (t)
Basic regulation λ= 0 68.21 0 7087 4685
λ= 0.37 36.56 0.26 6452 5083
λ= 1 28.60 0.53 8254 3281
Strict regulation λ= 0 89.46 0 9294 6144
λ= 0.47 48.52 0.31 8255 6873
λ= 1 43.97 0.51 9606 5522
Tab.1  Results of optimal trade-off, considering only fairness and only economic efficiency
Fig.2  Planned emission reduction allocation of ERMs at the industry statistics dimension under (a) basic and (b) strict emission reduction regulation. (Note 1: Listed are the top seven industrial-level ERMs, which accounted for 97.94% (97.68%) of total planned emission reduction under basic (strict) emission reduction regulation. Note 2: The meaning of the abscissa “x-x”: before the “-” is the abbreviation of the industries and after the “-” is the abbreviation of the emission reduction measures (e.g., ME-ESA means energy structure adjustment in Manufacture of Electricity industry).
Fig.3  (a) Unit abatement cost and (b) Abatement contribution coefficient of ERMs at the industry statistics dimension.
Industrial enterprises Emission reduction in PEER (t) Emission reduction in ESA (t) TAC (104RMB)
Enterprise 1 2916.82 / 816.71
Enterprise 2 /a 2571.37 1257.40
Enterprise 3 / 2425.92 1186.27
Enterprise 4 1497.38 / 44.92
Enterprise 5 / 1106.66 541.16
Enterprise 6 1049.21 / 73.44
Enterprise 7 156.9 343.5 237.01
Enterprise 8 243.77 162 96.28
Enterprise 9 386.9 / 108.33
Enterprise 10 351.56 / 17.58
Enterprise 11 333.33 / 40.00
Enterprise 12 169.59 / 66.14
Enterprise 13 129.92 29.78 22.36
Enterprise 14 140.76 / 11.26
Enterprise 15 94.13 / 26.36
Enterprise 16 87.05 2.11 25.41
Enterprise 17 63.82 25.32 32.17
Enterprise 18 79.65 / 7.17
Enterprise 19 33.67 38.52 22.88
Enterprise 20 41.35 28.06 22.40
Enterprise 21 61.31 0.75 17.53
Enterprise 22 37.84 18.29 18.78
Enterprise 23 55.9 / 4.47
Enterprise 24 43.87 / 3.51
Enterprise 25 42.28 / 13.95
Enterprise 26 41.92 / 8.38
Enterprise 27 2.85 34.84 22.48
Enterprise 28 23.34 7.14 10.03
Enterprise 29 22.46 3.41 3.24
Enterprise 30 13.85 10.9 9.07
Enterprise 31 10.08 12.14 8.66
Enterprise 32 21.5 0 7.10
Enterprise 33 11.08 9.61 10.02
Enterprise 34 7.86 9.77 15.31
Enterprise 35 10.14 5.24 6.62
Enterprise 36 13.16 1.19 4.92
Tab.2  Specific allocation result of industrial enterprises under strict emission reduction regulation
Fig.4  Enterprise division from the regional perspective (ME: Manufacture of Electricity; SPFM: Smelting & Pressing of Ferrous Metals; MNMG: Manufacture of Non-metallic Mineral Goods; MPPP: Manufacture of Paper & Paper Products; PF: Processing of Foods; PPCF: Processing of Petroleum, Coking, &Fuel; MM: Manufacture of Medicines; MA: Manufacture of Automobile).
Fig.5  Enterprise division from the individual perspective.
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