| Literature DB >> 33951074 |
Rachel S E Peden1, Simon P Turner2, Irene Camerlink3, Faical Akaichi4.
Abstract
Animal welfare scientists have accumulated knowledge and developed interventions to improve livestock welfare, but these are poorly adopted in commercial practice. Animal welfare interventions are rarely tested for economic viability and this limits their uptake. This study employs Stochastic Partial Budgeting (SPB) to determine the viability of animal welfare improvements. Aggression between pigs is used as an example because there is a large literature base from which to draw interventions, and the problem has persisted for decades without resolution. Costs and benefits of three interventions to control aggression (pre-weaning socialisation, synthetic maternal pheromones and large social groups) were estimated by reviewing the academic and industry literature and by conducting a survey of sixteen pig farmers. The net effects were compared to farmers' willingness to pay (WTP) for interventions to reduce aggression as identified by recent research. Results are consistent with prior research which indicates that improving animal welfare generally comes at a cost to producers. Nevertheless, pre-weaning socialisation resulted in a neutral or positive net effect 38% of the time and should be central to campaigns promoting the control of aggression in the industry. Exposing pigs to synthetic maternal pheromones did not improve profitability but the net costs were small and within the realms of WTP for a sub-group of farmers with animal welfare goals. The net costs of converting existing buildings in order to house pigs in large social groups were beyond the realms of farmers' WTP. The approach adopted in this study, of combining SPB with WTP from the sector, should be extended to other animal welfare issues.Entities:
Year: 2021 PMID: 33951074 PMCID: PMC8099067 DOI: 10.1371/journal.pone.0250556
Source DB: PubMed Journal: PLoS One ISSN: 1932-6203 Impact factor: 3.240
Mean number of pigs kept at each stage of production, standard deviation and range.
| Stage of production (n) | Mean number on farm | Standard deviation | Range |
|---|---|---|---|
| Weaners (15) | 1359 | 1014.5 | 70–4050 |
| Growers (11) | 999 | 790.8 | 70–2600 |
| Finishers (16) | 1447 | 994.2 | 70–2800 |
| Sows (15) | 390 | 181.0 | 90–800 |
Number of farmers to keep pigs at each stage of production is specified in parentheses.
Farmers’ survey responses regarding the estimation of initial investment costs and on-going costs likely to arise when implementing each aggression control strategy.
| Pig management scenario | Initial investment cost (n farmers to specify) | Mean estimate of monetary cost (n farmers to provide a monetary estimate, range) | On-going cost (n farmers to specify) | Mean estimate of monetary cost (n farmers to provide a monetary estimate, range) | |
|---|---|---|---|---|---|
| Modify walls between adjacent farrowing crates to make the removal of barriers possible (e.g. make gaps/ doors in the wall) (n = 2) | £0.03 (n = 2, £0.01- £0.05) | Labour requirements for removing barriers between adjacent farrowing pens when litters are 2 weeks old (n = 10) | £0.05 (n = 10, £0.00 - £0.50) | ||
| No initial investments/ changes (n = 8) | £0.00 (n = 8, N/A) | Increased mortality (n = 1) | £0.22 (n = 1, N/A) | ||
| Remove pen divisions (n = 8) | £0.04 (n = 6, £0.01- £0.14) | Labour requirements (n = 9) (e.g. for more time to pick out fat pigs for slaughter) | £0.67 (n = 5, range £0.04-£1.04) | ||
| Re-design penning (n = 1) | £0.08 (n = 1, N/A) | Lower performance (n = 1) | No monetary estimate provided | ||
| Move feeders (n = 1) | £0.06 (n = 1, N/A) | Increased mortality (n = 1) | No monetary estimate provided | ||
| No on-going cost (n = 2) | £0.00 (n = 2, N/A) | ||||
Costs are described ‘per pig produced’.
Mean (standard deviation, range) initial investment cost, on-going cost and total cost of implementing each pig management scenario as estimated by farmers.
| Pig management scenario | Mean initial investment cost (std, range) | Mean on-going cost (std, range) | Mean total cost (std, range) |
|---|---|---|---|
| £0.02 (£0.03, £0.00 - £0.06) | £0.06 (£0.18, £0.00 - £0.50) | £0.08 (£0.17, £0.00 - £0.50) | |
| £0.05 (£0.06, £0.02 - £0.14) | £0.56 (£0.51, £0.00 - £1.04) | £0.61 (£0.51, £0.02 - £1.15) |
Costs are described ‘per pig produced’.
The number of farmers to tick each positive outcome in response to the question ‘please imagine that you see a reduction in regrouping aggression of 50% in your growers / finishers.
What benefits would you expect to see?’.
| Positive outcome | Number of farmers to tick |
|---|---|
| 12 | |
| 14 | |
| 8 | |
| 6 | |
| 10 | |
| 10 | |
| 10 | |
| 10 | |
| 1 |
Fourteen farmers responded to this question.
Results of a review of the academic and industry literature investigating the economic costs and benefits likely to arise when implementing each aggression control strategy in practice.
| Pig management scenario | Economics costs | Economic benefits |
|---|---|---|
The costs of each pig management scenario as included in the stochastic partial budgeting.
| Pig management scenario | Costs (£) per pig produced | |||
|---|---|---|---|---|
| Source of cost | Minimum | Mean | Maximum | |
| Modifying walls, increased labour requirements (as estimated by farmers) | ||||
| Re-organising pens, increased labour requirements (as estimated by farmers) | £0.02 | £0.61 | £1.15 | |
| Lowered growth performance (as estimated based on literature) | £1.20 | £1.60 | £2.00 | |
| Purchasing diffusers (as estimated based on market information) | £0.31 | £0.39 | £0.46 | |
| Labour requirements for installing diffusers in pens (as estimated based on market information) | £0.01 | £0.03 | £0.04 | |
The monetary benefits of each pig management scenario as included in the stochastic partial budgeting.
| Pig management scenario | Benefits (£) per pig produced | |||
|---|---|---|---|---|
| Benefits | Minimum | Most likely | Maximum | |
| Reduced aggression as estimated by farmers | ||||
| Reduced aggression as estimated by farmers | ||||
| Reduced labour requirements when cleaning pens | £0.00 | £0.01 | £0.02 | |
| Reduced aggression estimated by farmers | ||||
Fig 1The Cumulative Distribution Function (CDF) for pre-weaning socialisation of litters as modelled through stochastic partial budgeting.
Fig 3The Cumulative Distribution Function (CDF) for applying synthetic maternal pheromones as modelled through stochastic partial budgeting.
Fig 2The Cumulative Distribution Function (CDF) for housing pigs in large social groups of 100+ as modelled through stochastic partial budgeting.