Use of ode45 to complete this...however, I am not sure how to go about it.
1.) integrate set of diff. equations with given initial conditions and constants and plot concentration profiles of all 5 dependent variables
2.) plot phase plot of s1 vs s2. What does the phase plot demonstrate? ...I don't know?
3.) perform a stability analysis examining the eigenvalues (matlab eig function) of Jacobian matrix around the steady state.
Please see attached
The Matlab program file glycosys.m is attached
The solution is made using the matlab routine ode45.
Its arguments are
--- reference to the function odefun(t,y) which calculates the vector of derivatives dy/dt = yp(t,y)
--- the points in time at which you want to know the values of vector y
--- the initial values of vector y
The results of the integration are plotted in figure 101
I made a ...
The expert uses matlab ode45 to integrate sets of differential equations. A stability analysis examining the eigenvalues (matlab eig function) of Jacobian matrix around the steady state is performed.