Research Article
Stability and Hopf Bifurcation Analysis of an Oncolytic Virus Infection Model with Two Time Delays and Saturation Incidence
Table 1
Parameter of the system (
1).
| Parameters | Units | Defmitions |
| b−1 | mm3 | The maximum carrying capacity of tumor cell | β | Day−1 mm−3 | The infection rate of tumor cells | C1 | Day−1 | The clearance rate of CTLs to uninfected tumor cells | C2 | Day−1 | The clearance rate of CTLs to infected tumor cells | d1 | Day−1 mm−3 | The mortality of infected tumor cells | d2 | Day−1 mm−3 | The mortality of virus | d3 | Day−1 mm−3 | The mortality of CTLs | k1 | Day−1 mm−3 | The maximum growth rate ofuninfected tumor cells | k2 | Day−1 mm−3 | The average rate at which the infected tumor cells release the virus | k3 | Day−1 mm−3 | Corresponding to the infection of uninfected tumor cells rate of CTLs simulation. | k4 | Day−1 mm−3 | Corresponding to the infection of infected tumor cells rate of CTLs simu lation | q | — | A constant greater than 0 |
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