E=1.42;
x=sym('x%d',[1,3]);
a=((E+x(1))*0.1+(-x(2)-7*x(3))*(((E+x(1))*(E+x(1))*(E+x(1))*(E+x(1)))/(((E+x(1))*(E+x(1))*(E+x(1))*(E+x(1)))+1)))*(1-x(1))-0.1*x(1);
b=((1+x(2))*0.1+x(1)*(((1+x(2))*(1+x(2))*(1+x(2))*(1+x(2)))/(((1+x(2))*(1+x(2))*(1+x(2))*(1+x(2)))+1)))*(1-x(2))-0.1*x(2);
c=((1+x(3))*0.1+23*x(1)*(((1+x(3))*(1+x(3))*(1+x(3))*(1+x(3)))/(((1+x(3))*(1+x(3))*(1+x(3))*(1+x(3)))+1)))*(1-x(3))-0.1*x(3);
[solutions_x1, solutions_x2, solutins_x3] = solve(a == 0, b == 0, c == 0, x(1), x(2), x(3))
This is the code that I am trying to run in order to find the respective solutions but MATLAB is taking forever to give an answer. May I know how to find the solutions in MATLAB? Can anyone help me out?

 Akzeptierte Antwort

madhan ravi
madhan ravi am 19 Mai 2019

1 Stimme

E=1.42;
F=@(x)[((E+x(1))*0.1+(-x(2)-7*x(3))*(((E+x(1))*(E+x(1))*(E+x(1))*(E+x(1)))/(((E+x(1))*(E+x(1))*(E+x(1))*(E+x(1)))+1)))*(1-x(1))-0.1*x(1);
((1+x(2))*0.1+x(1)*(((1+x(2))*(1+x(2))*(1+x(2))*(1+x(2)))/(((1+x(2))*(1+x(2))*(1+x(2))*(1+x(2)))+1)))*(1-x(2))-0.1*x(2);
((1+x(3))*0.1+23*x(1)*(((1+x(3))*(1+x(3))*(1+x(3))*(1+x(3)))/(((1+x(3))*(1+x(3))*(1+x(3))*(1+x(3)))+1)))*(1-x(3))-0.1*x(3)];
x=fsolve(F,[0;0;0])

3 Kommentare

Debanita Das
Debanita Das am 20 Mai 2019
Thank you Sir for your response.
I have tried this code and it yields only one set of ans but it has more number of roots. How do I find it?
madhan ravi
madhan ravi am 20 Mai 2019
Try changing the initial guess.
Debanita Das
Debanita Das am 21 Mai 2019
Thank you Sir for your response
It worked. Thank you for your hep.

Melden Sie sich an, um zu kommentieren.

Weitere Antworten (0)

Tags

Community Treasure Hunt

Find the treasures in MATLAB Central and discover how the community can help you!

Start Hunting!

Translated by