How to save data in each loop?
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The code animates a 4-bar mechanism figure, but I need the values of everything (theta2,theta3,...etc), is there a way i can save the data for each alteriation,i need all that data from each loop to be saved, the code only animates and doesnt give any values for the variables.
Thanks in advance,
here's the code:
L1=200;
L2=62.5;
L3=175;
L4=112.5;
P=[0,0];
S=[L1,0];
axis(gca,'equal');
axis([-100,400,-100,150]);
w=-1;
for t=1:500 %One tenth of time
theta2=w*(t/10); %theta2 = w * t, the value of 10 is reduced to accelerate the mechanism.
%1) Angle values obtained by position analysis are entered.
QS=sqrt(L1.^2+L2.^2-2*L1*L2*cos(theta2));
ba=acos((L3.^2+QS.^2-L2.^2)/(2*L1*QS));
fi=acos((L3.^2+QS.^2-L4.^2)/(2*L3*QS));
ga=acos((L4.^2+QS.^2-L3.^2)/(2*L4*QS));
theta3=-ba+fi;
theta4=180-(ba+ga);
%2) The positions of the joint points are entered.
Q=[(L2*cos(theta2)),(L2*sin(theta2))];
R=[(L2*cos(theta2)+L3*cos(theta3)),(L2*sin(theta2)+L3*sin(theta3))];
%3) Links are created.
l2_line=line([P(1),Q(1)],[P(2),Q(2)],'LineWidth',4,'Color','k');
l3_line=line([Q(1),R(1)],[Q(2),R(2)],'LineWidth',4,'Color','k');
l4_line=line([R(1),S(1)],[R(2),S(2)],'LineWidth',4,'Color','k');
%4) Joints are created.
p_joint=viscircles(P,0.1,'Color','r','LineWidth',6);
q_joint=viscircles(Q,0.1,'Color','r','LineWidth',6);
r_joint=viscircles(R,0.1,'Color','r','LineWidth',6);
s_joint=viscircles(S,0.1,'Color','r','LineWidth',6);
%5 Trajectory is created (if any).
R_traj=viscircles(R,0.001,'Color','k');
pause(0.001);
delete(p_joint);
delete(q_joint);
delete(r_joint);
delete(s_joint);
delete(l2_line);
delete(l3_line);
delete(l4_line);
end
0 件のコメント
回答 (1 件)
Walter Roberson
2021 年 12 月 26 日
L1=200;
L2=62.5;
L3=175;
L4=112.5;
P=[0,0];
S=[L1,0];
axis(gca,'equal');
axis([-100,400,-100,150]);
w=-1;
maxt = 500;
all_theta2 = zeros(maxt, 1);
all_theta3 = zeros(maxt, 1);
all_Q = zeros(maxt, 2);
all_R = zeros(maxt, 2);
for t=1:maxt %One tenth of time
theta2=w*(t/10); %theta2 = w * t, the value of 10 is reduced to accelerate the mechanism.
%1) Angle values obtained by position analysis are entered.
QS=sqrt(L1.^2+L2.^2-2*L1*L2*cos(theta2));
ba=acos((L3.^2+QS.^2-L2.^2)/(2*L1*QS));
fi=acos((L3.^2+QS.^2-L4.^2)/(2*L3*QS));
ga=acos((L4.^2+QS.^2-L3.^2)/(2*L4*QS));
theta3=-ba+fi;
theta4=180-(ba+ga);
%2) The positions of the joint points are entered.
Q=[(L2*cos(theta2)),(L2*sin(theta2))];
R=[(L2*cos(theta2)+L3*cos(theta3)),(L2*sin(theta2)+L3*sin(theta3))];
%3) Links are created.
l2_line=line([P(1),Q(1)],[P(2),Q(2)],'LineWidth',4,'Color','k');
l3_line=line([Q(1),R(1)],[Q(2),R(2)],'LineWidth',4,'Color','k');
l4_line=line([R(1),S(1)],[R(2),S(2)],'LineWidth',4,'Color','k');
%4) Joints are created.
p_joint=viscircles(P,0.1,'Color','r','LineWidth',6);
q_joint=viscircles(Q,0.1,'Color','r','LineWidth',6);
r_joint=viscircles(R,0.1,'Color','r','LineWidth',6);
s_joint=viscircles(S,0.1,'Color','r','LineWidth',6);
%5 Trajectory is created (if any).
R_traj=viscircles(R,0.001,'Color','k');
pause(0.001);
delete(p_joint);
delete(q_joint);
delete(r_joint);
delete(s_joint);
delete(l2_line);
delete(l3_line);
delete(l4_line);
all_theta2(t,:) = theta2;
all_theta3(t,:) = theta3;
all_Q(t,:) = Q;
all_R(t,:) = R;
end
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