Problems with symbolic solutions of nonlinear and linear solutions
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syms x x1 x2 y y1 y2 theta p p1 p2 f f1 f2 m m1 m2 a b c d e g h ii jj k r s q w
eq_1 = x1+x2-2*x;
eq_2 = y1+y2-2*y;
eq_3 = 2*w*sin(theta)-x2+x1;
eq_4 = -y2+y1-2*w*(cos(theta)-1);
eq_5 = p1+p2-p;
eq_6 = f1+f2-f;
eq_7 = +m-m1-m2+(p1-p2)*w*cos(theta)+(f1-f2)*w*sin(theta);
eq_8 = f1-a*y1-c*theta-p1*(e*y1+h*theta);
eq_9 = f2-a*y2-c*theta-p2*(e*y2+h*theta);
eq_10 = m1-c*y1-b*theta-p1*(h*y1+g*theta);
eq_11 = m2-c*y2-b*theta-p2*(h*y2+g*theta);
eq_12 = 1/d*p1+[y1,theta]*[ii,k;k,jj]*[y1;theta]+p1*[y1,theta]*[r,q;q,s]*[y1;theta];
eq_13 = 1/d*p2+[y2,theta]*[ii,k;k,jj]*[y2;theta]+p2*[y2,theta]*[r,q;q,s]*[y2;theta];
[x,y,x1,x2,y1,y2,theta,p1,p2,f1,f2,m1,m2] = solve(eq_1,eq_2,eq_3,eq_4,eq_5,eq_6,eq_7,eq_8,eq_9,eq_10,eq_11,eq_12, eq_13,x,y,x1,x2,y1,y2,theta,p1,p2,f1,f2,m1,m2);
I tried to get the symbolic solutions by fuction 'solve' but it keeps giving me "Unable to find explicit solutions".
Just wondering if anyone can show me some tips?
Thanks in advance,
Ke
6 Comments
John D'Errico
on 30 Mar 2020
Honestly, I don't know the answer to your question about a direct use of Maple, if that would change anything at all. Others might, or not. Sometimes the only true way to know is a direct test, if that is possible.
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