📄 puma5m.asv
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rou = pi/180;delta1 = 20;delta2 = 10;delta3 = 10;delta4 = 14;delta5 = 27;delta6 = 27;total = (delta1+1)*(delta2+1)*(delta3+1)a2 = 431.8;a3 = 0;%20.32;d1 = 0;%660.4;d2 = 149.09;d4 = 433.07;d6 = 56.25;i = 1;X=zeros(1,total);Y=zeros(1,total);Z=zeros(1,total); %for x5 = -100 : 200 / delta5 : 100% for x4 = -110 : 280 / delta4 : 170 for x1 = -160 *rou : 320*rou / delta1 : 160*rou for x2 = -225*rou : 270*rou / delta2 : 45*rou for x3 = -45*rou : 270*rou / delta3 : 225*rou X(i) = 1/2*d4*sin(-x3+x1-x2)-1/2*d4*sin(x3+x1+x2)+1/2*a3*cos(-x3+x1-x2)+1/2*a3*cos(x3+x1+x2)+1/2*a2*cos(x1-x2)+1/2*a2*cos(x1+x2)-sin(x1)*d2; Y(i) = 1/2*d4*cos(x3+x1+x2)-1/2*d4*cos(-x3+x1-x2)+1/2*a3*sin(x3+x1+x2)+1/2*a3*sin(-x3+x1-x2)+1/2*a2*sin(x1+x2)+1/2*a2*sin(x1-x2)+cos(x1)*d2; Z(i) = -cos(x2+x3)*d4-a3*sin(x2+x3)-a2*sin(x2)+d1; X(i) = 432*c1*c2 - 149*s1 + 433*c1*c2*s3 + 433*c1*c3*s2; Y(i) = 149*c1 + 432*c2*s1 + 433*c2*s1*s3 + 433*c3*s1*s2; Z(i) = 433*c23 - 432*s2; i = i+1; end end end % end %endplot3(X,Y,Z)
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