solution using newton raphson method?
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omkari sai krishna
le 19 Avr 2020
Commenté : omkari sai krishna
le 3 Mai 2020
this is my code i am unable to substitue x1,x2,x3,x4 values in the matrix.Please help in solve this.
syms x1 x2 x3 x4
g1=cos(x1)+cos(x2)+cos(x3)+cos(x4)-0.9424;
g2=cos(5*x1)+cos(5*x2)+cos(5*x3)+cos(5*x4);
g3=cos(7*x1)+cos(7*x2)+cos(7*x3)+cos(7*x4);
g4=cos(11*x1)+cos(11*x2)+cos(11*x3)+cos(11*x4);
g=[g1;g2;g3;g4];
x=[x1;x2;x3;x4];
j=jacobian(g,x)
j_inv=inv(j)
p=j_inv*-g
x1=input('enter initial values of x1')
x2=input('enter initial values of x2')
x3=input('enter initial values of x3')
x4=input('enter initial values of x4')
disp(x)
disp(p)
subs(p)
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Réponse acceptée
Ameer Hamza
le 19 Avr 2020
MATLAB does not automatically know which values to substitute. You need to specify this in the call to subs() explicitly. Try the following code
syms x1 x2 x3 x4
g1=cos(x1)+cos(x2)+cos(x3)+cos(x4)-0.9424;
g2=cos(5*x1)+cos(5*x2)+cos(5*x3)+cos(5*x4);
g3=cos(7*x1)+cos(7*x2)+cos(7*x3)+cos(7*x4);
g4=cos(11*x1)+cos(11*x2)+cos(11*x3)+cos(11*x4);
g=[g1;g2;g3;g4];
x=[x1;x2;x3;x4];
j=jacobian(g,x);
j_inv=inv(j);
p=j_inv*-g;
X1=input('enter initial values of x1');
X2=input('enter initial values of x2');
X3=input('enter initial values of x3');
X4=input('enter initial values of x4');
disp(x)
disp(p)
subs(p, [x1 x2 x3 x4], [X1 X2 X3 X4])
19 commentaires
Ameer Hamza
le 3 Mai 2020
Modifié(e) : Ameer Hamza
le 3 Mai 2020
Can you start a new question and post the details of your question? You can then post the link of your question in the next comment.
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