From: The impact of digital contact tracing on the SARS-CoV-2 pandemic—a comprehensive modelling study
Parameter/Setting | Values | Notes/References |
---|---|---|
Disease and population | ||
Size of population | , 100k | |
Population structure | uniform | |
Transmission prob.(\({\beta _{i}}\)) | 1.89, 2.87, 3.74, [%] | |
Contact rate (\({n_{c}}\)) | 10, | |
R0 | 2.0, 3.0, 4.0 | Calculated from \({\beta _{i}}\) and \({n_{c}}\). |
Trans. prob. curve (μ,γ,β) | (−2.42, 2.08, 1.56) | |
Incubation time curve (μ,γ,β) | (0, 3.06, 2.44) | |
Fraction symptomatic (α) | 0.4, 0.6, 0.8, 0.95 | |
Asymptomatic trans. scaling (\({\eta _{as}}\)) | 1.0 | |
Interventions | ||
Interventions start (\({f_{i}}\)) | The fraction of the population exposed when interventions start. | |
Quarantine duration | 14 days | |
Tracing | ||
Reported from symptoms (\({f_{m}}\)) | 1.0 | Fraction of symptomatic carriers that see a doctor. |
Trace back (\({\Delta T _{\mathrm {trace}}}\)) | 7 [days] | Time window for CT. |
App coverage (\({ p_{\mathrm {app}}}\)) | 0.6, 0.75, 0.9, 1.0 | Fraction of the population that uses the DCTS. |
Tracing efficiency (\({\eta _{\mathrm {DCT}}}\)) | 0.5, 0.75, 1.0 | Chance that a contact between two users of the DCTS is successfully traced. |
Tracing order | 1 | |
Trace uninfected contacts | True, False | |
Tracing delay (\({T_{\mathrm {delay}}}\)) | 0 [days] | |
Social distancing | ||
SD upper limit, factor | (60, 1.0), | Maximum number of contacts per day, factor by which mean number of contacts is scaled. |
Testing | ||
Random testing rate (\({f_{\mathrm {RT}}}\)) | 0.00, [1/day] | Fraction of population tested per day. |
Days to test result | 0 [days] | |
False positive rate | 0.00 | |
Re-test interval (\({\delta T_{\mathrm {re\text{-}test}}}\)) | 5 [days] | Traced people that test negative on tracing day are tested again after this time interval. |
True positive rate (\({p_{m}}\)) | 0.9 | For the POC test on days with peak test efficiency |