📄 int2cir.m
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function y = int2cir(r1,r2,a,b) % intersection points of 2 circles % (0,0) origin of 1-circle; % (a,b) origin of 2-circle % r1 - 1-circle radius % r2 - 2-circle radius % (y(1),y(2)) - (x,y) first choice % (y(3),y(4)) - (x,y) second chice k = -0.5*(r2^2-r1^2-a^2-b^2); k1 = a^2+b^2; k2 = -2*k*b; k3 = k^2-a^2*r1^2; yy = sqrt(k2^2-4*k1*k3); if imag(yy) ~= 0 disp(' the link-lengths are very small') error(' increase the link lengths') else y1 = (-k2+yy)/(2*k1); y2 = (-k2-yy)/(2*k1); x1 = (k-b*y1)/a; x2 = (k-b*y2)/a; y(1) = x1; y(2) = y1; y(3) = x2; y(4) = y2; y = y'; end;
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