Hi!
I am supposed to solve these two linear ODEs
k = 0.0440;C_A0 = 0.3045;epsilon = 2;alpha = 0.001;F_A0 = 2.5;rho = 0.001;ode1 = diff(y) == -(alpha/2*y)*(1+epsilon*X)*rho;ode2 = diff(X) == k*C_A0*(1-X)/(F_A0*1+epsilon*X)*y*rho;
I cant figure out how to use ode45 but i have tried something like this by using some other answers which i dont understand..
function dz = myode2(v,z)syms v zalpha = 0.001;C0 = 0.3;esp = 2;k = 0.044;f0 = 2.5;dz = zeros(2,1);dz(1) = k*C0/f0*(1-z(1)).*z(2)./(1-esp*z(1));dz(2) = -alpha*(1+esp*z(1))./(2*z(2));ode45(@myode2,[0 500],[0 1])end
This does not work tho..
Anyone knows how to solve this by ode45?
Best Answer