Using Runge Kutta function to solve Rossler equations

I have created a runge kutta 4th order function by so

[darova]

Where is f function?

[jacob Mitch]

I have f in [t,y]=RK4(f,tspan,y0,n);

[darova]

HOw it looks like? Did you write it correctly?

[jacob Mitch]

yes I believe my function rk4 is perfect but Im not sure how to use it to solve the Rossler equations for initial conditions

Answer 1

[darova]

Write your f function as

x'(t)=-x(t)-y(t)
y'(t)=ax(t)+y(t)
z'(t)=b+z(t)(x(t)-c) 
%where I fix parameters say c=5, b=3, a=0.2 Xˆ = (0, 0, 0.2)^T time interval [0,250] and step size h=0.01

f = @(t,y) [ -y(1)-y(2)
            a*y(1)+y(2)
            b+y(3)*(y(1)-c) ];