We consider the Fisher-KPP equation with advection ut = uxx-βux+f(u)in a one dimensional varying domain [g(t); h(t)],where g(t)and h(t)are two free boundar
We develop process-oriented advection-diffusion-reaction equations that couple hydraulic flow to population growth,and analyze them to assess the effect of
The reproduction of cells are included in this PDE model.There are two time scales: the cell reproduction cycle,which is usually completed in the magnitude
In this talk,we will discuss the joint effects of diffusion and spatial variation on the global dynamics of a classical Lotka-Volterra competition diffusion