A Simulation Study of How Chinese Farmer Cooperatives Can Drive Effective Low-Carbon Production Systems Through a Carbon Transaction Incentive
Abstract
:1. Introduction
2. Materials and Methods
2.1. Data
2.2. System Dynamics Model
- The Funding Input Subsystem: This subsystem focuses on analyzing the dynamics of changes in FPC investment, encompassing both government funding and self-funding, as well as the trends in the inflow and outflow of FPC funding. The model treats FPC funds as the primary stock variable to assess the dynamic effects of aggregate investments that arise from a combination of funding sources, including self-funds and government support, on the operations of the cooperative.
- The FPC Operation Subsystem: This subsystem focuses on the operational scale, management system, and performance benefits of the FPC. The FPC Surplus serves as the primary stock variable within this framework. This subsystem specifically examines variations in factors such as investment and human capital, along with the dynamic development trends related to the operational scale, management system, and performance benefits of the FPC. The key feedback loops associated with the FPC Operation Subsystem are outlined in the following subsystems:
- The Farmer Behavior Subsystem: This subsystem primarily investigates the impact of farmers’ production behaviors on the operations of the FPC. Within this subsystem, the FPC human capital is identified as the primary stock variable, while supplementary factors, such as farmer training and farmer entry, are utilized to analyze the mechanisms that promote the relationship between farmers’ production behaviors and FPC operations.
- The Eco-Environmental Subsystem: This subsystem integrates the FPC carbon income into the operational subsystems of the FPC and analyzes the interactions between FPC operations and the ecological environment. Currently, agriculture, excluding forestry, has not been included in the carbon trading system; therefore, the ecological environmental subsystem is projected to commence in 2027.
2.3. The GM (1,1) Model
3. Results
3.1. Construction of the FPC Low Carbon Production System
3.2. Model Validity Testing
3.3. Simulation Results
3.3.1. Simulation of the Carbon Reduction Mechanism
3.3.2. Simulation of Carbon Sinks and Income
3.3.3. Simulation of the FPCPS, NI, FPCS, and RTV
4. Discussion
4.1. The FPC Low Carbon Production System
4.2. Carbon Sinks and Income Analysis
4.3. Gains of the FPC and Farmers
4.4. Future Research Directions
5. Conclusions and Policy Implications
5.1. Conclusions
- The implementation of a carbon transaction mechanism within the cropping industry is expected to result in a reduction in the use of fertilizers, films, diesel, and pesticides. Notably, in scenarios where agricultural production prices rise, these reductions are projected to be more pronounced.
- The establishment of a carbon transaction mechanism within the cropping industry is anticipated to enhance both carbon sinks and carbon income for FPCs and small-scale farmers. Similarly, in scenarios where agricultural products’ prices increase, these enhancements are expected to be more significant.
- Participation in carbon trading mechanisms can lead to an increase in the financial performance indicators of FPCs as well as enhance the net income and financial capacity of small-scale farmers. In a scenario where agricultural products’ prices rise, these increases are likely to be more pronounced.
5.2. Policy Implications
Author Contributions
Funding
Institutional Review Board Statement
Data Availability Statement
Acknowledgments
Conflicts of Interest
Appendix A
Appendix A.1. Equations for the FPC Low Carbon Production System
- The Funding Input Subsystemd(FD)/dt = IW − OWIW = GSF × FSF + SF + DN × 0.20OW = 0.80 × FundsSF = GSF × UR
- The FPC Operation Subsystemd(FPCS)/dt = NI − DNNI = 19971.32 + 0.06 × USAP + 5325.51 × SP + CIDN = FPCS × 0.92DS = 0.70 × DNRTV = DS × LRF + ADFFPCPS = 2,050,000.00+5.00 × FEUPPM = 95,921.81 + 3.17 × RTV + 0.03 × FPCPSUSAP = 450,111.13 + 1.11 × UPPMSP = 1.43 + 0.94 × BMBM = 6.47 + 0.0001 × FPCHC + 0.000001 × OW
- The Farmer Behavior Subsystemd(FPCHC)/dt = ISIS = TSF × FTFE = −966.66 + 0.44 × FT+0.10 × RTVFT = −1123.04 + 870.08 × BM
- The Eco-Environmental Subsystemd(CFA)/dt = CSK − CSCCSK = CFF × FPCPSCSC = TEC × FPCPS + IECT × FPCPS + 8956.00 × FZ + 49,341.00 × PD +
51,800.00 × FM + 5927.00 × DLRV = CFA × VFCI = CP × RVDL = 73.96 − 1.16 × SPFL = 8.76 − 0.11 × SPPD = 6.10 − 0.14 × SPFZ = 204.29 − 2.93 × SP
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Subsystem | Types of Variables | Stock, Flow, Ancillary Variables, and Parameters |
---|---|---|
Funding Input Subsystem | Endogenous variables | Funds (FD), inflow (IW), outflow (OW), self-funding (SF) |
Exogenous variables | Funding support factor (FSF), government support funds (GSF), unsupported ratio (UR), distribution (DN) | |
FPC Operation Subsystem | Endogenous variables | FPC surplus (FPCS), net income (NI), DN, FPC production scale (FPCPS), uniform purchasing production materials (UPPM), uniform sales agricultural products (USAP), distributable surplus (DS), return by transactions volume (RTV), brand management (BM), standardized production (SP) |
Exogenous variables | Adjustment distribution factor (ADF), legal regulation factors (LRF), farmers enter (FE), carbon income (CI) | |
Farmer Behavior Subsystem | Endogenous variables | FPC human capital (FPCHC), increase (IS), famer training (FT), FE |
Exogenous variables | Talent support factor (TSF), BM | |
Eco-Environmental Subsystem | Endogenous variables | Carbon fixation amount (CFA), carbon sinks (CSK), carbon source (CSC), reduction verification (RV), CI, fertilizer (FZ), film (FM), diesel (DL), pesticide (PD) |
Exogenous variables | FPCPS, verification factor (VF), carbon price (CP), carbon fixation factor (CFF), tilling emission coefficient (TEC), irrigation emission coefficient (IEC) |
BM (×104 Pieces) | FPCS (×1011 RMB Yuan) | |||||
Real value | Simulation value | Deviance degree | Real value | Simulation value | Deviance degree | |
2016 | 8.14 | 7.81 | 4.05% | 1.08 | 0.99 | 8.33% |
2018 | 8.68 | 9.47 | 9.10% | 1.16 | 1.25 | 7.76% |
RTV (×1010 RMB Yuan) | FPCPS (×106 hm2) | |||||
Real value | Simulation value | Deviance degree | Real value | Simulation value | Deviance degree | |
2016 | 5.68 | 5.16 | 9.15% | 1.94 | 2.08 | 7.22% |
2018 | 5.69 | 6.09 | 7.03% | 2.10 | 2.09 | 0.48% |
SP (×104 pieces) | USAP (×1011 RMB Yuan) | |||||
Real value | Simulation value | Deviance degree | Real value | Simulation value | Deviance degree | |
2016 | 8.95 | 8.80 | 1.68% | 8.28 | 7.99 | 3.50% |
2018 | 10.01 | 10.37 | 3.60% | 8.18 | 8.31 | 1.59% |
FZ (t/hm2) | FL (×10−1 t/hm2) | |||||||
Original value | Price 1 | Price 2 | Price 3 | Original value | Price 1 | Price 2 | Price 3 | |
2030 | 0.5417 | 0.5106 | 0.5002 | 0.4713 | 0.2558 | 0.2416 | 0.2368 | 0.2233 |
DL (t/hm2) | PD (×10−2 t/hm2) | |||||||
Original value | Price 1 | Price 2 | Price 3 | Original value | Price 1 | Price 2 | Price 3 | |
2030 | 0.1832 | 0.1734 | 0.1699 | 0.1603 | 0.9501 | 0.8855 | 0.8672 | 0.8173 |
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Feng, J.; Li, H.; Cannon, N.; Chang, X.; Chu, Q. A Simulation Study of How Chinese Farmer Cooperatives Can Drive Effective Low-Carbon Production Systems Through a Carbon Transaction Incentive. Systems 2025, 13, 260. https://doi.org/10.3390/systems13040260
Feng J, Li H, Cannon N, Chang X, Chu Q. A Simulation Study of How Chinese Farmer Cooperatives Can Drive Effective Low-Carbon Production Systems Through a Carbon Transaction Incentive. Systems. 2025; 13(4):260. https://doi.org/10.3390/systems13040260
Chicago/Turabian StyleFeng, Jian, Haoyang Li, Nicola Cannon, Xianmin Chang, and Qianqian Chu. 2025. "A Simulation Study of How Chinese Farmer Cooperatives Can Drive Effective Low-Carbon Production Systems Through a Carbon Transaction Incentive" Systems 13, no. 4: 260. https://doi.org/10.3390/systems13040260
APA StyleFeng, J., Li, H., Cannon, N., Chang, X., & Chu, Q. (2025). A Simulation Study of How Chinese Farmer Cooperatives Can Drive Effective Low-Carbon Production Systems Through a Carbon Transaction Incentive. Systems, 13(4), 260. https://doi.org/10.3390/systems13040260