Durand et al. [15] |
Develop a regional model for spread between flocks |
-
One-dimensional arrangement of flocks
-
Winter transmission only between neighbouring flocks
-
Summer transmission also between flocks which share grazing
-
Gene-flow between flocks
-
Selective breeding programmes
|
Model developed, which can in future be used to assess control strategies |
Gravenor et al. [27] |
Estimate the flock-to-flock force of infection for scrapie in Great Britain |
Simple SI model for flocks |
-
Force of infection: 0.0045 per farm per year
-
Mean outbreak duration: 5 years
-
No evidence for an increase in the force of infection before, during or after the BSE epidemic in British cattle
|
Gravenor et al. [28] |
|
Simple SEI model for flocks, including effect of culling and quarantine |
|
Gubbins [31] |
Develop modelling approach to describe the spread of scrapie between sheep flocks in Great Britain |
-
Stochastic, spatial flock-level model
-
Acquisition of infection depends on trade
-
Probability and duration of a within-flock outbreak depends on flocks size and PrP genotype profile
|
|
Gubbins and Webb [32] |
Assess the efficacy of control strategies to eradicate scrapie from Great Britain |
-
Feasible to eradicate scrapie, but it will take decades to do so
-
The most-effective strategy is whole-flock culling, though whole-flock genotyping and selective culling is also effective
|
Gubbins and Roden [33] |
Assess the impact of selective breeding programs on prevalence and incidence of scrapie |
|
|
Gubbins et al. [34] |
Estimate basic reproduction number (R
0) and mean outbreak duration (D) for spread between flocks in the Shetland Isles |
Simple SIR model for flocks |
|
Hagenaars et al. [40] |
Use surveillance data to estimate key epidemiological parameters |
Simple SI model for flocks |
-
Large proportion of cases (80%) go undetected
-
Occurrence of scrapie may provoke changes in flock management which reduces outbreak duration
-
Within-flock R
0 = 1.5–6.0
|
Kao et al. [50] |
|
-
SEI epidemic model with affected flocks of “low” and “high” risk (depending on genetic structure) which determines whether they experience outbreaks following exposure
-
Acquisition of infection depends on trade
|
|
Truscott and Ferguson [75] |
-
Develop a model for spread of scrapie in UK sheep population
-
Use the model to estimate infection prevalence (overall and by breed), and to evaluate possible long-term persistence of scrapie
|
-
Metapopulation model based on the coupling of fairly detailed within-flock SI epidemic models (genotype, age, and infection stage structure)
-
Flock-level acquisition of infection occurs by breeding, trading, or through homogeneous low-level contamination generated by all flocks
-
Flock-differ in breed, size, and PrP allelic composition
|
-
Detection/reporting probability of 16% (12–17)
-
Prevalence of infected animals in the population estimated to be 0.15%
-
9% of flocks estimated to be infected overall, rising to 60% in Shetland and 75% in Swaledale flocks
|
Truscott and Ferguson [76] |
|
-
UK National Scrapie Plan (NSP) is the most effective scheme
-
NSP and UK Compulsory Scrapie Flock Scheme (CSFS) both reduce the case incidence, but CSFS is less effective in decreasing the susceptible allele frequency
-
Trading restrictions have a limited impact compared to selective breeding and culling
|