Research Article
Existence of a Conserved Quantity and Stability of In Vitro Virus Infection Dynamics Models with Absorption Effect
Table 3
Numerical and analytical solution of the infection-related quantities derived from the models with and without absorption.
| | Unit | Basic model without absorption | Latent model without absorption | Basic model with absorption | Latent model with absorption |
| Time to maximum viral load | day | 6.08 | 6.12 | 6.08 | 6.08 | Maximum viral load | RNA copies·ml−1 | | | | | Final number of target cells | cells·ml−1 | | | | | Area under the viral load curve | RNA copies·ml−1 | | | | | | | 2.2098 | 3.4100 | 4.2925 | 3.6118 |
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