Modeling the Impacts of Soil Management on Avoided Deforestation and REDD+ Payments in the Brazilian Amazon: A Systems Approach
Abstract
:1. Introduction
2. Methods
2.1. Study Area
2.2. Modeling Approach
2.3. The System Thinking Concept
2.4. The Systems Modeling and Simulation of Soil Management on Avoided Deforestation
- Part A: population effects on land requirements;
- Part B: stock of natural forests and stock of open land;
- Part C: the fallow regime;
- Part D: the accounting of land use.
The Opportunity Costs of Land
2.5. Model Verification and Validation
2.6. Model Limitations
3. Results and Discussion
3.1. The Narrative Policy Framework (NPF)
3.2. System Modeling of Land Use in the Amazon
- (a)
- Part A—Land net requirements and land productivity rate:
- (b)
- Part B—Stock of natural forests and stocks of farmland:
- (c)
- Part C—The soil management system and total area lie fallow:
- (b)
- Part D—The accounting of land use:
3.3. Model Verification and Validation
- (a)
- the deforestation pattern in the Brazilian Amazon, from 1988–2022 (Figure 8)—the statistical evaluation based on OLS single regression of the (1) data from the Brazilian Institute of Spatial Research [38], versus the (2) simulated data resulted in a R2 = 0.93, with no intercept (regression with the intercept, shown no significance on the parameter. R2 estimates = 0.75, confidence > 99%) (confidence level of 99%, F = 784.1, Durbin Watson = 1.244, no auto correlation with 5% significance (Critical values → n = 35, k’ = 1, dL = 1.402, dU = 1.519), and good fit of residuals).
- (b)
- the income from ranching (Appendix B)—the (1) data from the Ministry of Agriculture, Ranching [78], versus the (2) data produced from simulation resulted in an R2 = 0.90 for income in USD and R2 = 0.99 for income in Brazilian Reais (BRL), both with no intercept (confidence level of 99%, F = 94.5 for USD, F = 2190 for BRL).
3.4. Income from Ranching and Fallow
3.5. Income from Avoided Deforestation
3.6. Income Sensitivity to Carbon and Cattle Prices
3.7. Opportunity Cost of Land
3.8. Sinergies of the Conservation Policy, Socio-Economic Objectives, and Practical Applications
4. Conclusions
Author Contributions
Funding
Informed Consent Statement
Data Availability Statement
Acknowledgments
Conflicts of Interest
Appendix A. Algorithms Specification and Programming Syntax
- □
- Fallow_Year_1(t) = Fallow_Year_1(t − dt) + (Fallow_1 + Fallow_2 + Fallow_3 + Fallow_4 + Fallow_5 − F_t1 ×dt
- INIT Fallow_Year_1 = 0
- INFLOWS:
- → Fallow_1 = Farm_Land_Year_5*F_y5
- → Fallow_2 = Farm_Land_Year_6*F_y6
- → Fallow_3 = arm_Land_Year_7*F_y7
- → Fallow_4 = Farm_Land_Year_8*F_y8
- → Fallow_5 = Farm_Land_Year_9*F_y9
- OUTFLOWS:
- → F_t1 = Fallow_Year_1
- □
- Fallow_Year_2(t) = Fallow_Year_2(t − dt) + (F_t1 − F_t2) * dt
- INIT Fallow_Year_2 = 0
- INFLOWS:
- → F_t1 = Fallow_Year_1
- OUTFLOWS:
- → F_t2 = Fallow_Year_2
- □
- Fallow_Year_3(t) = Fallow_Year_3(t − dt) + (F_t2 − F_t3) * dt
- INIT Fallow_Year_3 = 0
- INFLOWS:
- → F_t2 = Fallow_Year_2 OUTFLOWS:
- → F_t3 = Fallow_Year_3
- □
- Fallow_Year_4(t) = Fallow_Year_4(t − dt) + (F_t3 − F_t4) * dt
- INIT Fallow_Year_4 = 0
- INFLOWS:
- → F_t3 = Fallow_Year_3 OUTFLOWS:
- → F_t4 = Fallow_Year_4
- □
- Fallow_Year_5(t) = Fallow_Year_5(t − dt) + (F_t4 −deforestation_fallow) * dt
- INIT Fallow_Year_5 = 0
- INFLOWS:
- → F_t4 = Fallow_Year_4 OUTFLOWS:
- → deforestation_fallow = Fallow_Year_5*fallow_efficiency
- □
- Farm_Land_Year_1(t) = Farm_Land_Year_1(t − dt) + (deforestation_fallow + deforestation_natural_forest_t1- t2) * dt
- INIT Farm_Land_Year_1 = 0
- INFLOWS:
- → deforestation_fallow = Fallow_Year_5*fallow_efficiency
- → deforestation natural_forest_t1 = (net_requirement*year*land_productivity_rate_in_time)-deforestation_fallow
- OUTFLOWS:
- → t2 = Farm_Land_Year_1
- □
- Farm_Land_Year_10(t) = Farm_Land_Year_10(t − dt) + (t10) * dt
- INIT Farm_Land_Year_10 = 0
- INFLOWS:
- → t10 = Farm_Land_Year_9*(1-F_y9)
- □
- Farm_Land_Year_2(t) = Farm_Land_Year_2(t − dt) + (t2 − t3) * dt
- INIT Farm_Land_Year_2= 0
- INFLOWS:
- → t2 = Farm_Land_Year_1
- OUTFLOWS:
- → t3 = Farm_Land_Year_2
- □
- Farm_Land_Year_3(t) = Farm_Land_Year_3(t − dt) + (t3 − t4) * dt
- INIT Farm_Land_Year_3 = 0
- INFLOWS:
- → t3 = Farm_Land_Year_2
- OUTFLOWS:
- → t4 = Farm_Land_Year_3
- □
- Farm_Land_Year_4(t) = Farm_Land_Year_4(t − dt) + (t4 − t5) * dt
- INIT Farm_Land_Year_4 = 0
- INFLOWS:
- → t4 = Farm_Land_Year_3
- OUTFLOWS:
- → t5 = Farm_Land_Year_4
- □
- Farm_Land_Year_5(t) = Farm_Land_Year_5(t − dt) + (t5 − Fallow_1 − t6) * dt
- INIT Farm_Land_Year_5 = 0
- INFLOWS:
- → t5 = Farm_Land_Year_4
- OUTFLOWS:
- → Fallow_1 = Farm_Land_Year_5*F_y5
- → t6 = Farm_Land_Year_5*(1-F_y5)
- □
- Farm_Land_Year_6(t) = Farm_Land_Year_6(t − dt) + (t6 − Fallow_2 − t7) * dt
- INIT Farm_Land_Year_6 = 0
- INFLOWS:
- → t6 = Farm_Land_Year_5*(1-F_y5)
- OUTFLOWS:
- → Fallow_2 = Farm_Land_Year_6*F_y6
- → t7 = Farm_Land_Year_6*(1-F_y6)
- □
- Farm_Land_Year_7(t) = Farm_Land_Year_7(t − dt) + (t7 − Fallow_3 − t8) * dt
- INIT Farm_Land_Year_7 = 0
- INFLOWS:
- → t7 = Farm_Land_Year_6*(1-F_y6)
- OUTFLOWS:
- → Fallow_3 = Farm_Land_Year_7*F_y7
- → t8 = Farm_Land_Year_7*(1-F_y7)
- □
- Farm_Land_Year_8(t) = Farm_Land_Year_8(t − dt) + (t8 − Fallow_4 − t9) * dt
- INIT Farm_Land_Year_8 = 0
- INFLOWS:
- → t8 = Farm_Land_Year_7*(1-F_y7)
- OUTFLOWS:
- → Fallow_4 = Farm_Land_Year_8*F_y8
- → t9 = Farm_Land_Year_8*(1-F_y8)
- □
- Farm_Land_Year_9(t) = Farm_Land_Year_9(t − dt) + (t9 − Fallow_5 − t10) * dt
- INIT Farm_Land_Year_9 = 0
- INFLOWS:
- → t9 = Farm_Land_Year_8*(1-F_y8)
- OUTFLOWS:
- → Fallow_5 = Farm_Land_Year_9*F_y9
- → t10 = Farm_Land_Year_9*(1-F_y9)
- □
- Natural_Forests(t) = Natural_Forests(t − dt) +(deforestation_natural_forest_t1) * dt
- INIT Natural_Forests = 50
- OUTFLOWS:
- → deforestation_natural_forest_t1 = (net_requirement*year*
- land_productivity_rate_in_time)-deforestation_fallow
- ○
- average_price_@_cattle_U$ = 50 (30,40,50)
- ○
- average__C_price = 0 (0,1.0,2.5,5.0)
- ○
- Avoided_deforestation = fallow_efficiency*total_area_fallow
- ○
- C_per_ha = 200
- ○
- ecological_footprint = 10
- ○
- fallow_efficiency = 1
- ○
- F_y5 = 0 (0,1)
- ○
- F_y6 = 0 (0,1)
- ○
- F_y7 = 0 (0,1)
- ○
- F_y8 = 0 (0,1)
- ○
- F_9y = 0 (0,1)
- ○
- land_rent_requirement = Population_Estimate*ecological_footprint
- ○
- net_requirement = DERIVN(land_rent_requirement,1)
- ○
- prod1 = 2
- ○
- prod2 = 1.25
- ○
- prod3 = 1
- ○
- prod4 = 1
- ○
- prod5 = 0.75
- ○
- prod6 = 0.5
- ○
- prod7 = 0.3
- ○
- prod8 = 0.2
- ○
- prod9 = 0.2
- ○
- prod10 = 0.2
- ○
- revenue_U$_ranching = total_cattle_production*weight_conversion_@*average_price_@_cattle_U$
- ○
- revenue_U$_REDD = C_per_ha*average_C_price*Avoided_deforestation
- ○
- total_area_fallow = Fallow_Year_1+Fallow_Year_2+ Fallow_Year_3+Fallow_Year_4+Fallow_Year_5
- ○
- total_area_farming = Farm_Land_Year_1+Farm_Land_Year_2
- +Farm_Land_Year_3+Farm_Land_Year_ 4+Farm_Land_Year_5
- +Farm_Land_Year_6+Farm_Land_Year_7+Farm_Land_Year_8
- +Farm_Land_Year_9+Farm_Land_Year_10
- ○
- total_revenue = revenue_U$_ranching+revenue_U$_REDD
- ○
- total_cattle_production = (Farm_Land_Year_1*prod1)
- Farm_Land_Year_2*prod2)+(Farm_Land_Year_3*prod3*)
- +(Farm_Land_Year_4*prod4)+(Farm_Land_Year_5*prod5)
- +(Farm_Land_Year_6*prod6)+ (Farm_Land_Year_7*prod7)
- +(Farm_Land_Year_8*prod8)+(Farm_Land_Year_9*prod9)
- +(Farm_Land_Year_10*prod10)
- ○
- weight_conversion_@= (average_cattle_weight/2)/15
- ○
- year = counter(1,9)
- ○
- land_productivity_rate_in_time = GRAPH(year)
- 🕸
- (1.00, 2.00), (2.00, 1.25), (3.00, 1.00), (4.00, 1.00), (5.00, 0.75), (6.00, 0.5), (7.00, 0.3), (8.00, 0.2), (9.00,0.2), (10.0, 0.2), (11.0, 0.2)
Appendix B
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Sources of Income | Ranching Income 1 | ||||
---|---|---|---|---|---|
USD 0 | USD 30 | USD 40 | USD 50 | ||
REDD+ income 2 | $0.0 | 0.0 | 13.0 | 19.4 | 25.9 |
$1.0 | 8.7 | 21.6 | 28.1 | 34.6 | |
$2.5 | 21.7 | 34.6 | 41.1 | 47.6 | |
$5.0 | 43.4 | 56.3 | 62.8 | 69.3 |
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Brasil, A.A.; Angelo, H.; de Almeida, A.N.; Matricardi, E.A.T.; Chaves, H.M.L.; de Paula, M.F. Modeling the Impacts of Soil Management on Avoided Deforestation and REDD+ Payments in the Brazilian Amazon: A Systems Approach. Sustainability 2023, 15, 12099. https://doi.org/10.3390/su151512099
Brasil AA, Angelo H, de Almeida AN, Matricardi EAT, Chaves HML, de Paula MF. Modeling the Impacts of Soil Management on Avoided Deforestation and REDD+ Payments in the Brazilian Amazon: A Systems Approach. Sustainability. 2023; 15(15):12099. https://doi.org/10.3390/su151512099
Chicago/Turabian StyleBrasil, Alexandre Anders, Humberto Angelo, Alexandre Nascimento de Almeida, Eraldo Aparecido Trondoli Matricardi, Henrique Marinho Leite Chaves, and Maristela Franchetti de Paula. 2023. "Modeling the Impacts of Soil Management on Avoided Deforestation and REDD+ Payments in the Brazilian Amazon: A Systems Approach" Sustainability 15, no. 15: 12099. https://doi.org/10.3390/su151512099