| Literature DB >> 28903881 |
P M Down1, A J Bradley2, J E Breen3, M J Green4.
Abstract
The objective of this study was to use probabilistic sensitivity analysis to evaluate the cost-effectiveness of using an on-farm culture (OFC) approach to the treatment of clinical mastitis in dairy cows and compare this to a 'standard' treatment approach. A specific aim was to identify the herd circumstances under which an OFC approach would be most likely to be cost-effective. A stochastic Monte Carlo model was developed to simulate 5000 cases of clinical mastitis at the cow level and to calculate the associated costs simultaneously when treated according to 2 different treatment protocols; i) a 'conventional' approach (3 tubes of intramammary antibiotic) and ii) an OFC programme, whereby cows are treated according to the results of OFC. Model parameters were taken from recent peer reviewed literature on the use of OFC prior to treatment of clinical mastitis. Spearman rank correlation coefficients were used to evaluate the relationships between model input values and the estimated difference in cost between the standard and OFC treatment protocols. The simulation analyses revealed that both the difference in the bacteriological cure rate due to a delay in treatment when using OFC and the proportion of Gram-positive cases that occur on a dairy unit would have a fundamental impact on whether OFC would be cost-effective. The results of this study illustrated that an OFC approach for the treatment of clinical mastitis would probably not be cost-effective in many circumstances, in particular, not those in which Gram-positive pathogens were responsible for more than 20% of all clinical cases. The results highlight an ethical dilemma surrounding reduced use of antimicrobials for clinical mastitis since it may be associated with financial losses and poorer cow welfare in many instances.Entities:
Keywords: Cost-effectiveness; Mastitis; On-farm culture; Probabilistic sensitivity analysis; Treatment
Mesh:
Substances:
Year: 2017 PMID: 28903881 PMCID: PMC5606222 DOI: 10.1016/j.prevetmed.2017.07.006
Source DB: PubMed Journal: Prev Vet Med ISSN: 0167-5877 Impact factor: 2.670
Fig. 1Schematic representation of the treatment model. Complete cure = bacteriological and clinical cure. Clinical cure = non-bacteriological cure but clinical cure. No cure = no bacteriological or clinical cure. Cull = culled sometime within the remainder of the current lactation. Extended treatment = a repeat of the same treatment that the case received initially. RT = risk of transmission. CM1 = initial case of clinical mastitis. CM2 = first clinical flare-up. CM3 = secon clinical flare-up.
Probability distributions applicable to both treatment protocols and relevant sources of literature on which they are based where applicable.
| Input parameters | Upper and lower limits of uniform distribution | Source |
|---|---|---|
| Probability of bacteriological cure (0.40,0.80) | a, b, c, d, e, f, g, h | |
| Probability of bacteriological cure after extended tx (0.30,0.90) | Based upon | |
| Decrease in probability of bacteriological cure | Based upon | |
| Parity ≥2 | (−0.15,−0.05) | |
| Days in milk ≥60 days | (−0.15,−0.05) | |
| Cow is systemically ill | (−0.25,−0.15) | |
| SCC 200,000–500,000 cells/mL at most recent recording | (−0.15,−0.05) | |
| SCC >500,000 cells/mL at most recent recording | (−0.25,−0.15) | |
| Repeated case (>1st case in current lactation) | (−0.25,−0.15) | |
| Probability of being culled for bacteriologically noncured cases | Based upon | |
| Initial case | (0,0.32) | |
| Following first flare-up (CM2) | (0.04,0.36) | |
| Probability of being culled for completely cured cases | Based upon | |
| Initial case | (0.04,0.06) | |
| Following first flare-up (CM2) | (0.10,0.20) | |
| Following second flare-up (CM3) | (0.20,0.30) | |
| Probability of death for nonclinical cured cases | (0.04,0.06) | Based upon |
| Probability of drying-off quarter for nonclinical cured cases | (0.94,0.96) | Based upon |
| Probability of being culled for cows with dried off quarters | (0.27,0.39) | Based upon |
| Increase in all culling probabilities when cow is systemically ill | (0.05,0.15) | Based upon |
| Probability of clinical flare-up for bacteriologically noncured cases | (0.05,0.12) | m, n, o |
| Probability of transmission after CM1 and CM2 | (0.002,0.25) | |
| Proportional yield loss | j, k | |
| Case in 1st or 2nd month of lactation | (0.07,0.09) | j, k, l |
| Case between months 3 and 6 | (0.03,0.08) | |
| Case after month 6 | (0,0.04) | |
| Parity ≥2 | (0,0.02) | |
| 305d Yield (Kg) | (7000,10,000) | Author |
| Milk withdrawal (d) | (5.00,9.00) | Based upon commonly used preparations in the UK |
| Daily milk discard (Kg) | (5.00,50,00) | Author |
| Value of discarded milk ($/Kg) | (0.33,0.39) | |
| Cost of milk production ($/Kg) | (0.043,0.145) | Based upon |
| Treatment Time (hr) | (0.53,0.87) | Based upon |
| Cost of labour ($/hr) | (1.45,23.01) | Based upon |
| Cost of drugs ($) | (8.10,10.11) | Based upon estimate of current retail price of commonly used preparations in the UK |
| Cost of cull ($) | (174,1044) | Based upon |
| Cost of death ($) | (1740,2900) | |
a Based upon McDougall (1998), b Based upon McDougall (2003), c Based upon Oliver et al. (2003), d Based upon Wraight (2003), e Based upon Sérieys et al. (2005), f Based upon McDougall et al. (2007), g Based upon Bradley and Green (2009), h Based upon Sol et al. (2000), j Based upon Gröhn et al. (2004), kBased upon Schukken et al. (2009), l Based upon Hagnestam et al. (2007), m Based upon Swinkels et al. (2005a), n Based upon Swinkels et al. (2005b), o Based upon Döpfer et al. (1999).
The value selected from this distribution was subtracted from the value selected from the bacteriological cure distribution.
Author – where there was no relevant literature identified on which to base the parameter, distributions were based on biologically plausible values instead.
On-farm culture specific model input parameters and the relevant sources of literature on which they were based where applicable.
| Input parameters | Upper and lower limits of uniform distribution | Source |
|---|---|---|
| Proportion of Gram-positive cases | (0.10,0.90) | Based upon |
| Reduction in bacteriological cure risk | (−0.22,0.00) | Based upon |
| Cost of plate ($) | (1.45,2.03) | Based upon current retail price |
| Culture time (h) | (0.30.1.00) | Expert opinion |
Spearman rank correlation coefficients for on-farm specific model input parameters and the difference in cost between the conventional and on-farm culture treatment protocols.
| Parameter | rho |
|---|---|
| Proportion culture-positive | 0.31 |
| Difference in bacteriological cure risk | −0.28 |
| Cost of plate | 0.0062 |
| Culture time | 0.02 |
Fig. 2Difference in cost between conventional and on-farm culture protocols. A positive difference in cost indicates that the on-farm culture protocol cost more than the conventional protocol.
Fig. 3Difference in cost between conventional and on-farm culture protocols when there was a small difference (SD) in bacteriological cure risk. A positive difference in cost indicates that the on-farm culture protocol cost more than the conventional protocol.
Fig. 4Difference in cost between conventional and on-farm culture protocols when there was a moderate difference (MD) in bacteriological cure risk. A positive difference in cost indicates that the on-farm culture protocol cost more than the conventional protocol.
Fig. 5Difference in cost between conventional and on-farm culture protocols when there was a large difference (LD) in bacteriological cure risk. A positive difference in cost indicates that the on-farm culture protocol cost more than the conventional protocol.