how to solve non linear simultaneous ordinary differential equation?
    8 vues (au cours des 30 derniers jours)
  
       Afficher commentaires plus anciens
    
 = (35)(y − x)
 = (35)(y − x)  = (-7)x − xz + (28)y
= (-7)x − xz + (28)y   = xy − (2.97)z
 = xy − (2.97)zI solved this problem using ode23 like this-
function dydt = odefcn(t,y)
dydt = zeros(3,1);
dydt(1) = 35*y(2)- 35*y(1)
dydt(2) = (-7)*y(1)-y(1)*y(3)+28*y(1)
dydt(3) = y(1)*y(2)-(2.97)*y(3)
tspan = [0 5]
y0 = [1 0 1]
[t,y] = ode23(@(t,y) odefcn(t,y), tspan, y0)
The error that i am getting is-
Not enough input arguments.
Error in odefcn (line 3)
dydt(1) = 35*y(2)- 35*y(1)
Is it the right way of solving above problem?
0 commentaires
Réponse acceptée
  Jan
      
      
 le 25 Mar 2021
        
      Modifié(e) : Jan
      
      
 le 25 Mar 2021
  
      How did you call the function? Using the green triangle in the editor? Then no inputs are provided.
The posted code consists of two parts, but it looks, like you have inserted in in one m-file. A sorted version:
function main
tspan = [0 5];
y0 = [1 0 1];
[t, y] = ode23(@odefcn, tspan, y0);
plot(t, y);
end
function dydt = odefcn(t,y)
dydt    = zeros(3,1);
dydt(1) = 35 * y(2) - 35 * y(1);
dydt(2) = -7 * y(1) - y(1) * y(3) + 28 * y(1);
dydt(3) = y(1) * y(2) - 2.97 * y(3);
end
To improve the readability I've inserted spaces around the operators.
@(t,y) odefcn(t,y) can be abbreviated to @odefcn.
7 commentaires
  Fadzai Zonke
 le 24 Nov 2021
				It is a different question, somthing similiar
I have 4 non linear differential equations:
for example
dA/dt  = 7 - 3*A + 4*T*A
dB/dt = 9 - 4*B + 2*B/A - 5*D*(2-B)
dC/dt = 2- C + 3*B/4
dD/dt = 6 - A/4 - D/3
t = linspace[0 300]
I need to solve them and plot a grapgh for each Variable against t (A,t),(B,t),(C,t),(D,t)
  Jan
      
      
 le 25 Nov 2021
				You find an example for implementing your equation in Matlab. The elements of y are [A,B,C,D] in your case.
Plus de réponses (0)
Voir également
Catégories
				En savoir plus sur Ordinary Differential Equations dans Help Center et File Exchange
			
	Community Treasure Hunt
Find the treasures in MATLAB Central and discover how the community can help you!
Start Hunting!


