From: Modelling cholera transmission dynamics in the presence of limited resources
Parameters | Description | Range | Sample value | Unit | References |
---|---|---|---|---|---|
\(\mu \) | Natural death rate of humans | \(5.00 e^{-2}\)–\(6.00 e^{-2}\) | 0.00524/0.06 | day\(^{-1}\) | Assumed |
\(\beta _{1}\) | Effective contact rate between individuals | 0.057–0.100 | 0.060/0.107 | day\(^{-1}\) | Assumed |
\(\beta _{2}\) | Per capita contact rate for humans and the contaminated environment | 0.2073–0.2213 | 0.2143/0.22 | day\(^{-1}\) | [9] |
\({\hat{k}}\) | Half-saturation constant | \(10^{5}\)–\(10^{9}\) | \(10^{5}{/}10^{6} \) | Cells L\(^{-1}\) | [8] |
\(\gamma _{0}\) | Minimum recovery rate of human | – | \((0.015, \dots )\) | - | Assumed |
\(\gamma _{1}\) | Maximum recovery rate of human | – | \((\gamma _{0} , 0.09)\) | – | Assumed |
\({\hat{b}}\) | Hospital bed-population ratio | – | (0, 20) | – | [20] |
\(\delta \) | Bacterial net death rate | – | 30 | day\(^{-1}\) | [17] |
\(\alpha \) | Shedding rate | 1–150 | 50 | Cells mL\(^{-1}\) person\(^{-1}\) day\(^{-1}\) |