Fitzhugh Nagumo code question
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I wish to solve the equations v'=v^3/3-w+I, w'=g(v+a-bw) with a=0.8, b=0.7, g=0.08, I=0.5 using ode23/45
I googled this but for one unfamiliar with the code, it is hard to fathom what they are solving
I also would like the code to show the plots of both variables changing with time and the phase plots of both variables.
Thanks
Answers (1)
Azzi Abdelmalek
on 20 Jul 2014
Edited: Azzi Abdelmalek
on 20 Jul 2014
Write this function and save it as myode.m
function dy=myode(t,y)
dy=zeros(2,1)
a=0.8
b=0.7
g=0.08
I=0.5
dy(1)=y(1)^3/3-y(2)+I
dy(2)=g*(y(1)+a-b*y(2))
Call the above function
tspan=[0 10];
v0=0;
w0=0;
y0=[v0;w0]; % Initials consitions
[t,y]=ode45(@myode,tspan,y0)
2 Comments
Andrew
on 20 Jul 2014
Azzi Abdelmalek
on 20 Jul 2014
Did you do the two steps
- Save the first part of the code I posted as myode.m
- create a new script with the second part of the code I posted. Then run it
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