Solves
a system of ordinary differential equations (ODE) in
chemical kinetics: a CSTR with 3 components (A, B, C).
 |
dCA⁄dt =
-k1f CA +
k1b CB
dCB⁄dt =
k1f CA -
k1b CB -
k2f CB +
k2b CC
dCC⁄dt =
k2f CB -
k2b CC |
with (necessarily)
the 3 initial charges given, by the (usual)
Runge-Kutta 4.th order method.
The independent variable is time, t
(minutes).
Draws graphs for the concentrations of A, B, and C.
The numerical values reported [Helmy, 2016] are, for
t = 0.13 min and h = 0.01:
0.878, 0.110, 0.013 . | 
