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From: amit on 8 Jun 2010 05:36
Hiii all,

I am currently doing the programming using matlab when i tried to solve the given set of equation which were ODE-PDE coupled equation with certain boundary condition can any one help me out in solving the problem

dT/dt = s- aT-BVT
del I/del t + del I/del x = -D I(x,t)
dV/dt= integration 0 to t(P*I(x,t)dx - cV

here dT/dt is derivative while del I/del t is partial derivative
T=no of cell I = no of infected cells D=constant for dealth of infected cell
B=constant for infection of cell V= viral free cells
t= time x=age of cells c= clearance rate of virus
P =constant
initial conditions
I(0,t)=BVT
is there any more information required in solving this equation and how this coupled ODE-PDE equation can be solved .. plzz reply as soon as possible

Regards
Amit
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