Research Article
Computational Modeling of Interventions and Protective Thresholds to Prevent Disease Transmission in Deploying Populations
Table 2
Model parameters for rubella transmission model.
| Parameter | Description | Value | Source |
| | Inward troop rotation rate | | [3, 16] | | Outward troop rotation rate | | [3, 16] | protect | Proportion of population protected via prior seropositivity | Scenario-dependent | | | Effective transmission rate within unit | Function of attack rate | | | Effective transmission rate between units and | Function of attack and contact rates | | | Effective transmission rate between unit and local population | Function of attack rate, contact rate, and local RUB incidence | | | Contact rate with local population for unit | Varies by unit | | | Contact rate between unit and unit | Varies by unit | | | RUB attack rate (for soldiers) | 0.019% (0.019%–8%) | [29–32] | incLOCAL | RUB incidence rate for local population | Varies over time | [28, 33] | | Duration of RUB incubation period | 12 days (10–21 days) | [21, 26, 27] | | Duration of RUB infection period | 12.5 days (11–14 days) | [20, 26, 27] | | Casualty rate for all units (nondisease related) | 0.0007825 | [16] | | Vaccination rate for dose 1 (95% vaccine efficacy) | Scenario-dependent | |
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