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Tianyuan Hengyang Workshop 2020

Dynamics in a reaction-diffusion epidemic model via environmental driven infection in heterogenous space

, &
Pages 373-396 | Received 22 Dec 2020, Accepted 27 Feb 2021, Published online: 16 Mar 2021

Figures & data

Figure 1. Dynamical behaviours of S(t,x) (a), I(t,x) (b) and E(t,x) (c). The numerical simulations indicate that the solutions finally converge to equilibrium W0(x).

Figure 1. Dynamical behaviours of S(t,x) (a), I(t,x) (b) and E(t,x) (c). The numerical simulations indicate that the solutions finally converge to equilibrium W0(x).

Figure 2. Dynamical behaviours of S(t,x) (a), I(t,x) (b) and E(t,x) (c). The numerical simulations indicate that the solutions finally converge to equilibrium W(x).

Figure 2. Dynamical behaviours of S(t,x) (a), I(t,x) (b) and E(t,x) (c). The numerical simulations indicate that the solutions finally converge to equilibrium W∗(x).