| Literature DB >> 35425907 |
Felipe Dall'Orsoletta1, Andrei Domingues Cechin2.
Abstract
The livestock sector has had an important contribution to global greenhouse gas (GHG) emissions. In Costa Rica, more than 20% of emissions come from beef and milk production. This paper performs a cost-benefit analysis of a climate policy in the Costa Rican cattle sector, and tries to innovate by including the positive global externality of emissions reduction into the analysis; to assess the extent to which it affects the attractivity of the referred policy. National sectorial policies for climate change mitigation generate global benefits, such as avoided GHG emissions into the atmosphere-a global public good. However, such global positive externalities, which represented 13% to 31% of the policy's benefits in the widest scenario of our study, are usually not included in national climate planning, which may lead efficient policies to be dismissed. This paper shows that taking externalities into account makes sectorial climate mitigation policies more efficient, i.e., more appealing for investments. Benefit-cost ratios varied between 0.27 and 7.31 and break-even points average around the third and fourth years. Moreover, the results under different economic assumptions varied in terms of net benefits, but viability balance (viable vs. unviable scenarios) remained stable for different settings. The crucial question remains on how to best balance such global positive externalities to be advantageous to both funders and beneficiaries, enabling an efficient global climate mitigation strategy.Entities:
Year: 2021 PMID: 35425907 PMCID: PMC8355268 DOI: 10.1007/s43621-021-00045-8
Source DB: PubMed Journal: Discov Sustain ISSN: 2662-9984
Cost and benefits considered for each CBA
| CBA | Costs | Benefits | ||
|---|---|---|---|---|
| Initial investments | Operational costs | Avoided emissions | Operational gains | |
| Public | Public (75%) | – | External | – |
| Social | Public (75%) + private (25%) | Private | External | Private |
The three sets of economic assumptions for the CBAs
| Paper | Discount rate | The social cost of carbon |
|---|---|---|
| Nordhaus (2018) [ | 4,25% | 30 |
| Stern (2006) [ | 0,1% | 85 |
| Pindyck (2019) [ | 3% | 80 |
Basic inputs of CBAs
| Variable | Specification | Input |
|---|---|---|
| Time period | – | 5 and 15 years |
| Total no. of farms | – | 1,800 |
| Total operational costs | – | $ 3,250,025a |
| Initial investments per farm (USD) | Meat | $ 16,629 |
| Milk | $ 4,822 | |
| Mixed | $ 22,078 | |
| Initial investments per CBA | Public | $ 21,426,340 |
| Social | $ 31,818,478 | |
| Avoided emissions per farm (t/year) | Meat | 68 |
| Milk | 2.1 | |
| Mixed | 58.2 | |
| Avoided emissions benefits (per SCC) | Nordhaus | $ 5,808,254 |
| Stern | $ 16,456,719 | |
| Pindyck | $ 15,488,677 | |
| Total operational gains | - | $ 37,942,679 |
Monetary values in USD. Based on Dall’Orsoletta [46]
Settings of the 18 CBAs under the four rounds of scenarios, with CBA type, costs, benefits and economic assumptions
| Round | Scenario | Type | Costs | Benefits | Economic assumptions | Discount Rate | Social Cost of Carbon (USD) |
|---|---|---|---|---|---|---|---|
| 1—CBAs 5 years | PN 5 | Public | 75% | AE | Nordhaus | 4.25% | 30 |
| PS 5 | Public | 75% | AE | Stern | 0.1% | 85 | |
| PP 5 | Public | 75% | AE | Pindyck | 3% | 80 | |
| SN 5 | Social | 100% | AE + PB | Nordhaus | 4.25% | 30 | |
| SS 5 | Social | 100% | AE + PB | Stern | 0.1% | 85 | |
| SP 5 | Social | 100% | AE + PB | Pindyck | 3% | 80 | |
| 2—CBAs 15 years | PN 15 | Public | 75% | AE | Nordhaus | 4.25% | 30 |
| PS 15 | Public | 75% | AE | Stern | 0.1% | 85 | |
| PP 15 | Public | 75% | AE | Pindyck | 3% | 80 | |
| SN 15 | Social | 100% | AE + PB | Nordhaus | 4.25% | 30 | |
| SS 15 | Social | 100% | AE + PB | Stern | 0.1% | 85 | |
| SP 15 | Social | 100% | AE + PB | Pindyck | 3% | 80 | |
| 3—CBAs with OC | SN 5C | Social | 100% | AE + PB | Nordhaus | 4.25% | 30 |
| SS 5C | Social | 100% | AE + PB | Stern | 0.1% | 85 | |
| SP 5C | Social | 100% | AE + PB | Pindyck | 3% | 80 | |
| SN 15C | Social | 100% | AE + PB | Nordhaus | 4.25% | 30 | |
| SS 15C | Social | 100% | AE + PB | Stern | 0.1% | 85 | |
| SP 15C | Social | 100% | AE + PB | Pindyck | 3% | 80 | |
| 4—Break-even years (for all scenarios) | |||||||
The first letter of the scenarios, P or S, represent Public and Social assumptions. In the second letter, N, S or P refer to Nordhaus, Stern and Pindyck. The number 5 or 15 indicates the timeframe in years, and letter C denotes cases where opportunity costs are included. As per the benefits, AE means avoided emissions and, PB, private benefits
Cost/benefit and the net present value of the first round of analyses: CBAs 5 years
| Scenario | Benefit/ cost | Net present value (USD millions) |
|---|---|---|
| PN 5 | 0.27 | − 13.9 |
| PS 5 | 0.77 | − 5.0 |
| PP 5 | 0.72 | − 5.5 |
| SN 5 | 1.36 | 10.2 |
| SS 5 | 1.71 | 22.5 |
| SP 5 | 1.67 | 19.5 |
Fig. 1Accumulated net benefits curve of CBAs 5 years. Linear graph with 9 lines representing the Net Present Value of the nine 5-year scenarios, with the Net Present Value in the axis Y, and years (1 to 5) in axis X. The six Social Scenarios end up with positive Net Present Values, while the three Public Scenarios result in negative net values at the end of the fifth year
Cost/benefit and the net present value of the second round of analyses: CBAs 15 years
| Scenario | Benefit/ cost | Net present value (USD millions) |
|---|---|---|
| PN 15 | 1.27 | 5.1 |
| PS 15 | 4.45 | 73.7 |
| PP 15 | 3.6 | 51.1 |
| SN 15 | 5 | 141.3 |
| SS 15 | 7.31 | 264.8 |
| SP 15 | 6.43 | 201.4 |
Fig. 2Accumulated net benefits curve of CBAs 15 years. Linear graph with 9 lines representing the Net Present Value of the nine 15-year scenarios, with the Net Present Value in the axis Y, and years (1 to 5) in axis X. All scenario result in positive Net Present Values at the end of the period, with the 6 Social scenarios consistently showing higher values
Cost/benefit and the net present value of the third round of analyses: CBAs 5 and 15 years, with opportunity costs
| Scenario | Benefit/ cost | Net present value (USD millions) |
|---|---|---|
| SN 5C | 1.04 | 1.4 |
| SS 5C | 1.08 | 4.2 |
| SP 5C | 1.08 | 3.4 |
| SN 15C | 4 | 132.5 |
| SS 15C | 4.61 | 240.3 |
| SP 15C | 4.28 | 182.8 |
Fig. 3Break-even years of the CBAs. Dot plot graph representing the break-even years in which the investments would be neutralized, for each CBA. Axis X account for the years, running from 0 to 15, and axis Y shows the scenarios. All the Social CBAs record their pay off before the fifth year, whereas the resting three Public scenarios would reach their break-even point in years 6 and 12
Compilation of the 18 CBAs, in descending order according to the benefit cost ratio
| Scenario | Benefit/cost | Net present value (USD millions) | Type | Time horizon (years) | Break-even years | Economic assumptions |
|---|---|---|---|---|---|---|
| SS 15 | 7.31 | 264.8 | Social | 15 | 2 | Stern |
| SS 15C | 4.61 | 240.3 | Social | 15 | 3 | Stern |
| SP 15 | 6.43 | 201.4 | Social | 15 | 3 | Pindyck |
| SP 15C | 4.28 | 182.8 | Social | 15 | 3 | Pindyck |
| SN 15 | 5 | 141.3 | Social | 15 | 3 | Nordhaus |
| SN 15C | 4 | 132.5 | Social | 15 | 4 | Nordhaus |
| PS 15 | 4.45 | 73.7 | Public | 15 | 6 | Stern |
| PP 15 | 3.6 | 51.1 | Public | 15 | 6 | Pindyck |
| SS 5 | 1.71 | 22.5 | Social | 5 | 2 | Stern |
| SP 5 | 1.67 | 19.5 | Social | 5 | 3 | Pindyck |
| SN 5 | 1.36 | 10.2 | Social | 5 | 3 | Nordhaus |
| PN 15 | 1.27 | 5.1 | Public | 15 | 12 | Nordhaus |
| SS 5C | 1.08 | 4.2 | Social | 5 | 4 | Stern |
| SP 5C | 1.08 | 3.4 | Social | 5 | 4 | Pindyck |
| SN 5C | 1.04 | 1.4 | Social | 5 | – | Nordhaus |
| PS 5 | 0.77 | − 5.0 | Public | 5 | – | Stern |
| PP 5 | 0.72 | − 5.5 | Public | 5 | – | Pindyck |
| PN 5 | 0.27 | − 13.9 | Public | 5 | – | Nordhaus |
| Investments, costs and number of farms applying the measures | ||||||
|---|---|---|---|---|---|---|
| Farm | Initial investment (USD/ha) | Saving (USD/ha) | Operational costs (USD/ha/year) | Covered area by technology (ha/farm)a | Farms implementing the measures | |
| Meat | 1,027 | n/a | 27 | 13.58 | 1,004 | |
| Milk | 1,027 | n/a | 27 | 2.7 | 318 | |
| Mixed | 1,027 | n/a | 27 | 15.09 | 478 | |
| Meat | 495 | n/a | 74 | 5.43 | 1,004 | |
| Milk | 495 | n/a | 74 | 1.35 | 318 | |
| Mixed | 495 | n/a | 74 | 9.43 | 478 | |
| Meat | (not considered for meat farms) | |||||
| Milk | 340 | 449 | 681 | 13.52 | 318 | |
| Mixed | 340 | 0 | 0 | 18.86 | 478 | |
aPasture area's fraction in which each technology will be applied. Data from Dall’Orsoletta [46]
| Average productive gains considered | ||||
|---|---|---|---|---|
| Measures | Meat farms | Milk farms | Mixed farms | |
| (ton alive animal/year) | (ton milk/year) | Meat (ton alive animal/year) | Milk (ton milk/year) | |
| Rational grazing + hedges | 150 | 5,104 | 151 | 979 |
| Enhanced selection of pasture | 150 | 475 | 154 | 428 |
| Fertilization improvements | n/a | 1,415 | n/a | 447 |
| Expected financial gains according to farms' purpose and measures (USD/ha) | |||||||||
|---|---|---|---|---|---|---|---|---|---|
| Year | No. farms | Meat | Milk | Mixed | |||||
| RG + H | EP | RG + H | EP | FI | RG + H | EP | FI | ||
| 1 | 91 | 255 | 255 | 1,894 | 176 | 525 | 619 | 419 | 166 |
| 2 | 253 | 264 | 264 | 1,959 | 182 | 543 | 640 | 434 | 172 |
| 3 | 577 | 273 | 273 | 2,031 | 189 | 563 | 663 | 450 | 178 |
| 4 | 1,014 | 278 | 278 | 2,068 | 192 | 573 | 676 | 458 | 181 |
| 5 | 1,800 | 280 | 280 | 2,08 | 193 | 577 | 679 | 461 | 182 |
| 6 | 1,800 | 283 | 283 | 2,101 | 195 | 583 | 686 | 465 | 184 |
| 7 | 1,800 | 287 | 287 | 2,13 | 198 | 591 | 696 | 472 | 187 |
| 8 | 1,800 | 291 | 291 | 2,164 | 201 | 600 | 707 | 479 | 190 |
| 9 | 1,800 | 295 | 295 | 2,192 | 204 | 608 | 716 | 485 | 192 |
| 10 | 1,800 | 298 | 298 | 2,213 | 206 | 614 | 723 | 490 | 194 |
| 11 | 1,800 | 300 | 300 | 2,23 | 207 | 618 | 729 | 494 | 195 |
| 12 | 1,800 | 302 | 302 | 2,247 | 209 | 623 | 734 | 498 | 197 |
| 13 | 1,800 | 305 | 305 | 2,265 | 211 | 628 | 740 | 501 | 199 |
| 14 | 1,800 | 307 | 307 | 2,282 | 212 | 633 | 745 | 505 | 200 |
| 15 | 1,800 | 309 | 309 | 2,296 | 213 | 637 | 750 | 508 | 201 |
RG: Rational grazing + hedges, EP: Enhanced selection of pasture, FI: Fertilization improvements
| Opportunity costs details | |||
|---|---|---|---|
| Input | Biogas generation | Concentrate feedingsa | |
| Mitigation potential | kg CO2/animal/year | 500.23 | 128.22 |
| Total costs | USD/animal | 41.55 | 81.05 |
| Net Costs | USD/animal | − 24.58 | − 15.52 |
| Associated economic benefits | USD/animal | 66.13 | 96.57 |
aMean values. From Sapkora et al. [49]
| Sapkota et al. (2019) | NAMA | Harmonization index equation (x) | ||
|---|---|---|---|---|
| (a) Benefits (AE + OG) | 93,061,040 | (c) Benefits (AE + OG) | 247,364,193 | [(d*a)/c]/d = x |
| (b) Costs (100%) | 52,273,494 | (d) Costs (100%) | 42,167,568 | x = 0.303 |
aAs an example, the equalization for the Nordhaus 15-year Social (SN 15) scenario is shown. AE: avoided emissions, OG: operational gains.
| Inputs | OC (USD) | Equation |
|---|---|---|
| (a) Sapkota et al. (2019) | 40,787,546 | (AE + OG)-NC |
| (b) Harmonized | 12,236,264 | b = a*x |
E: avoided emissions, OG: operational gains, NC: net costs. Data from Dall’Orsoletta [46] and Sapkota et al. [49]