Octave faster animation












0














I created 2-foot robot animation in Octave, which is 6 degree of freedom.
I created gragh by plotting each link. By repeting deleting and creating, the robot looks moving.
However, the animation is very slow, it cannot move smoothly.
I want to know if there is better way to create animation.



Here is the part of the code.



for ii=1:1:length(t)
pause(0.1)

%delete handle object under gca
h = findobj(gca, 'Parent', gca);
delete(h);
end

%3 dimention
view(3)
box on
grid on
axis square

%time
time=['time=' num2str(t(ii),'%4.2f') '[s]'];
set(ha,'String',time);

%coordinate transformation of the sole(right leg)
R_0_S(1).x=R_0_JR1(ii).x+0;
R_0_S(2).y=R_0_JR1(ii).y+0;
R_0_S(3).z=R_0_JR1(ii).z+0;

R_0_S(2).x=R_0_JR1(ii).x+s;
R_0_S(2).y=R_0_JR1(ii).y+s;
R_0_S(2).z=R_0_JR1(ii).z+0;

R_0_S(3).x=R_0_JR1(ii).x+s;
R_0_S(3).y=R_0_JR1(ii).y-s;
R_0_S(3).z=R_0_JR1(ii).z+0;

R_0_S(4).x=R_0_JR1(ii).x-s;
R_0_S(4).y=R_0_JR1(ii).y-s;
R_0_S(4).z=R_0_JR1(ii).z+0;

R_0_S(5).x=R_0_JR1(ii).x-s;
R_0_S(5).y=R_0_JR1(ii).y+s;
R_0_S(5).z=R_0_JR1(ii).z+0;

%coordinate transformation of the sole(left leg)

L_0_S(1).x=R_0_JL1(ii).x+0;
L_0_S(1).y=R_0_JL1(ii).y+0;
L_0_S(1).z=R_0_JL1(ii).z+0;

L_0_S(2).x=R_0_JL1(ii).x+s;
L_0_S(2).y=R_0_JL1(ii).y+s;
L_0_S(2).z=R_0_JL1(ii).z+0;

L_0_S(3).x=R_0_JL1(ii).x+s;
L_0_S(3).y=R_0_JL1(ii).y-s;
L_0_S(3).z=R_0_JL1(ii).z+0;

L_0_S(4).x=R_0_JL1(ii).x-s;
L_0_S(4).y=R_0_JL1(ii).y-s;
L_0_S(4).z=R_0_JL1(ii).z+0;

L_0_S(5).x=R_0_JL1(ii).x-s;
L_0_S(5).y=R_0_JL1(ii).y+s;
L_0_S(5).z=R_0_JL1(ii).z+0;

%drowing right sole
X=[R_0_S(2).x R_0_S(3).x R_0_S(4).x R_0_S(5).x R_0_S(2).x];
Y=[R_0_S(2).y R_0_S(3).y R_0_S(4).y R_0_S(5).y R_0_S(2).y];
Z=[R_0_S(2).z R_0_S(3).z R_0_S(4).z R_0_S(5).z R_0_S(2).z];
h1=line(X,Y,Z);
set(h1,'Color','c');
set(h1,'LineWidth',3);

hold on %overwrite

%drowing left sole
X=[L_0_S(2).x L_0_S(3).x L_0_S(4).x L_0_S(5).x L_0_S(2).x];
Y=[L_0_S(2).y L_0_S(3).y L_0_S(4).y L_0_S(5).y L_0_S(2).y];
Z=[L_0_S(2).z L_0_S(3).z L_0_S(4).z L_0_S(5).z L_0_S(2).z];
h2=line(X,Y,Z);
set(h2,'Color','m');
set(h2,'LineWidth',3);

%right knee
X=[R_0_JR1(ii).x R_0_JR2(ii).x];
Y=[R_0_JR1(ii).y R_0_JR2(ii).y];
Z=[R_0_JR1(ii).z R_0_JR2(ii).z];
h3=line(X,Y,Z);
set(h3,'Color','c');
set(h3,'LineWidth',3);

%Right thigh
X=[R_0_JR2(ii).x R_0_JR3(ii).x];
Y=[R_0_JR2(ii).y R_0_JR3(ii).y];
Z=[R_0_JR2(ii).z R_0_JR3(ii).z];
h4=line(X,Y,Z);
set(h4,'Color','c');
set(h4,'LineWidth',3);

%left thigh
X=[R_0_JL3(ii).x R_0_JL2(ii).x];
Y=[R_0_JL3(ii).y R_0_JL2(ii).y];
Z=[R_0_JL3(ii).z R_0_JL2(ii).z];
h6=line(X,Y,Z);
set(h6,'Color','m');
set(h6,'LineWidth',3);

%left knee
X=[R_0_JL2(ii).x R_0_JL1(ii).x];
Y=[R_0_JL2(ii).y R_0_JL1(ii).y];
Z=[R_0_JL2(ii).z R_0_JL1(ii).z];
h7=line(X,Y,Z);
set(h7,'Color','m');
set(h7,'LineWidth',3);

if(CGCTR_Enable==1)
Centroid regulator
x=R_0_CGCTR_CG(ii).x;
y=R_0_CGCTR_CG(ii).y;
z=R_0_CGCTR_CG(ii).z;
wd=r_CGCTR/2;
p1=[x+wd y-wd z-wd];%底面点1
p2=[x+wd y+wd z-wd];%底面点2
p3=[x-wd y+wd z-wd];%底面点3
p4=[x-wd y-wd z-wd];%底面点4
p5=[x+wd y-wd z+wd];%上面点5
p6=[x+wd y+wd z+wd];%上面点6
p7=[x-wd y+wd z+wd];%上面点7
p8=[x-wd y-wd z+wd];%上面点8

X=[p1(1) p2(1)];
Y=[p1(2) p2(2)];
Z=[p1(3) p2(3)];
h8=line(X,Y,Z);
set(h8,'Color','r');
set(h8,'LineWidth',3);

X=[p2(1) p3(1)];
Y=[p2(2) p3(2)];
Z=[p2(3) p3(3)];
h9=line(X,Y,Z);
set(h9,'Color','r');
set(h9,'LineWidth',3);

X=[p3(1) p4(1)];
Y=[p3(2) p4(2)];
Z=[p3(3) p4(3)];
h10=line(X,Y,Z);
set(h10,'Color','r');
set(h10,'LineWidth',3);

X=[p4(1) p1(1)];
Y=[p4(2) p1(2)];
Z=[p4(3) p1(3)];
h11=line(X,Y,Z);
set(h11,'Color','r');
set(h11,'LineWidth',3);

X=[p5(1) p6(1)];
Y=[p5(2) p6(2)];
Z=[p5(3) p6(3)];
h12=line(X,Y,Z);
set(h12,'Color','r');
set(h12,'LineWidth',3);

X=[p6(1) p7(1)];
Y=[p6(2) p7(2)];
Z=[p6(3) p7(3)];
h13=line(X,Y,Z);
set(h13,'Color','r');
set(h13,'LineWidth',3);

X=[p7(1) p8(1)];
Y=[p7(2) p8(2)];
Z=[p7(3) p8(3)];
h14=line(X,Y,Z);
set(h14,'Color','r');
set(h14,'LineWidth',3);

X=[p8(1) p5(1)];
Y=[p8(2) p5(2)];
Z=[p8(3) p5(3)];
h15=line(X,Y,Z);
set(h15,'Color','r');
set(h15,'LineWidth',3);

X=[p1(1) p5(1)];
Y=[p1(2) p5(2)];
Z=[p1(3) p5(3)];
h16=line(X,Y,Z);
set(h16,'Color','r');
set(h16,'LineWidth',3);

X=[p2(1) p6(1)];
Y=[p2(2) p6(2)];
Z=[p2(3) p6(3)];
h17=line(X,Y,Z);
set(h17,'Color','r');
set(h17,'LineWidth',3);

X=[p3(1) p7(1)];
Y=[p3(2) p7(2)];
Z=[p3(3) p7(3)];
h18=line(X,Y,Z);
set(h18,'Color','r');
set(h18,'LineWidth',3);

X=[p4(1) p8(1)];
Y=[p4(2) p8(2)];
Z=[p4(3) p8(3)];
h19=line(X,Y,Z);
set(h19,'Color','r');
set(h19,'LineWidth',3);
end

if (Pause_On==1) && (mod(t(ii),Pause_Sample_Time)==0)
pause;
end
end









share|improve this question




















  • 1




    Possible duplicate of Animate trajectory using Octave
    – Cris Luengo
    Nov 16 at 6:32






  • 4




    There are more examples if you search for "MATLAB faster animation", this works the same way in MATLAB. In short, instead of deleting and re-creating the plot, update the XData and YData properties of the line objects.
    – Cris Luengo
    Nov 16 at 6:34






  • 3




    YOu have to show your code...so that people can edit it and help you. It is suggested to use set functions for faster and smoother animation.
    – Siva Srinivas Kolukula
    Nov 16 at 7:20
















0














I created 2-foot robot animation in Octave, which is 6 degree of freedom.
I created gragh by plotting each link. By repeting deleting and creating, the robot looks moving.
However, the animation is very slow, it cannot move smoothly.
I want to know if there is better way to create animation.



Here is the part of the code.



for ii=1:1:length(t)
pause(0.1)

%delete handle object under gca
h = findobj(gca, 'Parent', gca);
delete(h);
end

%3 dimention
view(3)
box on
grid on
axis square

%time
time=['time=' num2str(t(ii),'%4.2f') '[s]'];
set(ha,'String',time);

%coordinate transformation of the sole(right leg)
R_0_S(1).x=R_0_JR1(ii).x+0;
R_0_S(2).y=R_0_JR1(ii).y+0;
R_0_S(3).z=R_0_JR1(ii).z+0;

R_0_S(2).x=R_0_JR1(ii).x+s;
R_0_S(2).y=R_0_JR1(ii).y+s;
R_0_S(2).z=R_0_JR1(ii).z+0;

R_0_S(3).x=R_0_JR1(ii).x+s;
R_0_S(3).y=R_0_JR1(ii).y-s;
R_0_S(3).z=R_0_JR1(ii).z+0;

R_0_S(4).x=R_0_JR1(ii).x-s;
R_0_S(4).y=R_0_JR1(ii).y-s;
R_0_S(4).z=R_0_JR1(ii).z+0;

R_0_S(5).x=R_0_JR1(ii).x-s;
R_0_S(5).y=R_0_JR1(ii).y+s;
R_0_S(5).z=R_0_JR1(ii).z+0;

%coordinate transformation of the sole(left leg)

L_0_S(1).x=R_0_JL1(ii).x+0;
L_0_S(1).y=R_0_JL1(ii).y+0;
L_0_S(1).z=R_0_JL1(ii).z+0;

L_0_S(2).x=R_0_JL1(ii).x+s;
L_0_S(2).y=R_0_JL1(ii).y+s;
L_0_S(2).z=R_0_JL1(ii).z+0;

L_0_S(3).x=R_0_JL1(ii).x+s;
L_0_S(3).y=R_0_JL1(ii).y-s;
L_0_S(3).z=R_0_JL1(ii).z+0;

L_0_S(4).x=R_0_JL1(ii).x-s;
L_0_S(4).y=R_0_JL1(ii).y-s;
L_0_S(4).z=R_0_JL1(ii).z+0;

L_0_S(5).x=R_0_JL1(ii).x-s;
L_0_S(5).y=R_0_JL1(ii).y+s;
L_0_S(5).z=R_0_JL1(ii).z+0;

%drowing right sole
X=[R_0_S(2).x R_0_S(3).x R_0_S(4).x R_0_S(5).x R_0_S(2).x];
Y=[R_0_S(2).y R_0_S(3).y R_0_S(4).y R_0_S(5).y R_0_S(2).y];
Z=[R_0_S(2).z R_0_S(3).z R_0_S(4).z R_0_S(5).z R_0_S(2).z];
h1=line(X,Y,Z);
set(h1,'Color','c');
set(h1,'LineWidth',3);

hold on %overwrite

%drowing left sole
X=[L_0_S(2).x L_0_S(3).x L_0_S(4).x L_0_S(5).x L_0_S(2).x];
Y=[L_0_S(2).y L_0_S(3).y L_0_S(4).y L_0_S(5).y L_0_S(2).y];
Z=[L_0_S(2).z L_0_S(3).z L_0_S(4).z L_0_S(5).z L_0_S(2).z];
h2=line(X,Y,Z);
set(h2,'Color','m');
set(h2,'LineWidth',3);

%right knee
X=[R_0_JR1(ii).x R_0_JR2(ii).x];
Y=[R_0_JR1(ii).y R_0_JR2(ii).y];
Z=[R_0_JR1(ii).z R_0_JR2(ii).z];
h3=line(X,Y,Z);
set(h3,'Color','c');
set(h3,'LineWidth',3);

%Right thigh
X=[R_0_JR2(ii).x R_0_JR3(ii).x];
Y=[R_0_JR2(ii).y R_0_JR3(ii).y];
Z=[R_0_JR2(ii).z R_0_JR3(ii).z];
h4=line(X,Y,Z);
set(h4,'Color','c');
set(h4,'LineWidth',3);

%left thigh
X=[R_0_JL3(ii).x R_0_JL2(ii).x];
Y=[R_0_JL3(ii).y R_0_JL2(ii).y];
Z=[R_0_JL3(ii).z R_0_JL2(ii).z];
h6=line(X,Y,Z);
set(h6,'Color','m');
set(h6,'LineWidth',3);

%left knee
X=[R_0_JL2(ii).x R_0_JL1(ii).x];
Y=[R_0_JL2(ii).y R_0_JL1(ii).y];
Z=[R_0_JL2(ii).z R_0_JL1(ii).z];
h7=line(X,Y,Z);
set(h7,'Color','m');
set(h7,'LineWidth',3);

if(CGCTR_Enable==1)
Centroid regulator
x=R_0_CGCTR_CG(ii).x;
y=R_0_CGCTR_CG(ii).y;
z=R_0_CGCTR_CG(ii).z;
wd=r_CGCTR/2;
p1=[x+wd y-wd z-wd];%底面点1
p2=[x+wd y+wd z-wd];%底面点2
p3=[x-wd y+wd z-wd];%底面点3
p4=[x-wd y-wd z-wd];%底面点4
p5=[x+wd y-wd z+wd];%上面点5
p6=[x+wd y+wd z+wd];%上面点6
p7=[x-wd y+wd z+wd];%上面点7
p8=[x-wd y-wd z+wd];%上面点8

X=[p1(1) p2(1)];
Y=[p1(2) p2(2)];
Z=[p1(3) p2(3)];
h8=line(X,Y,Z);
set(h8,'Color','r');
set(h8,'LineWidth',3);

X=[p2(1) p3(1)];
Y=[p2(2) p3(2)];
Z=[p2(3) p3(3)];
h9=line(X,Y,Z);
set(h9,'Color','r');
set(h9,'LineWidth',3);

X=[p3(1) p4(1)];
Y=[p3(2) p4(2)];
Z=[p3(3) p4(3)];
h10=line(X,Y,Z);
set(h10,'Color','r');
set(h10,'LineWidth',3);

X=[p4(1) p1(1)];
Y=[p4(2) p1(2)];
Z=[p4(3) p1(3)];
h11=line(X,Y,Z);
set(h11,'Color','r');
set(h11,'LineWidth',3);

X=[p5(1) p6(1)];
Y=[p5(2) p6(2)];
Z=[p5(3) p6(3)];
h12=line(X,Y,Z);
set(h12,'Color','r');
set(h12,'LineWidth',3);

X=[p6(1) p7(1)];
Y=[p6(2) p7(2)];
Z=[p6(3) p7(3)];
h13=line(X,Y,Z);
set(h13,'Color','r');
set(h13,'LineWidth',3);

X=[p7(1) p8(1)];
Y=[p7(2) p8(2)];
Z=[p7(3) p8(3)];
h14=line(X,Y,Z);
set(h14,'Color','r');
set(h14,'LineWidth',3);

X=[p8(1) p5(1)];
Y=[p8(2) p5(2)];
Z=[p8(3) p5(3)];
h15=line(X,Y,Z);
set(h15,'Color','r');
set(h15,'LineWidth',3);

X=[p1(1) p5(1)];
Y=[p1(2) p5(2)];
Z=[p1(3) p5(3)];
h16=line(X,Y,Z);
set(h16,'Color','r');
set(h16,'LineWidth',3);

X=[p2(1) p6(1)];
Y=[p2(2) p6(2)];
Z=[p2(3) p6(3)];
h17=line(X,Y,Z);
set(h17,'Color','r');
set(h17,'LineWidth',3);

X=[p3(1) p7(1)];
Y=[p3(2) p7(2)];
Z=[p3(3) p7(3)];
h18=line(X,Y,Z);
set(h18,'Color','r');
set(h18,'LineWidth',3);

X=[p4(1) p8(1)];
Y=[p4(2) p8(2)];
Z=[p4(3) p8(3)];
h19=line(X,Y,Z);
set(h19,'Color','r');
set(h19,'LineWidth',3);
end

if (Pause_On==1) && (mod(t(ii),Pause_Sample_Time)==0)
pause;
end
end









share|improve this question




















  • 1




    Possible duplicate of Animate trajectory using Octave
    – Cris Luengo
    Nov 16 at 6:32






  • 4




    There are more examples if you search for "MATLAB faster animation", this works the same way in MATLAB. In short, instead of deleting and re-creating the plot, update the XData and YData properties of the line objects.
    – Cris Luengo
    Nov 16 at 6:34






  • 3




    YOu have to show your code...so that people can edit it and help you. It is suggested to use set functions for faster and smoother animation.
    – Siva Srinivas Kolukula
    Nov 16 at 7:20














0












0








0







I created 2-foot robot animation in Octave, which is 6 degree of freedom.
I created gragh by plotting each link. By repeting deleting and creating, the robot looks moving.
However, the animation is very slow, it cannot move smoothly.
I want to know if there is better way to create animation.



Here is the part of the code.



for ii=1:1:length(t)
pause(0.1)

%delete handle object under gca
h = findobj(gca, 'Parent', gca);
delete(h);
end

%3 dimention
view(3)
box on
grid on
axis square

%time
time=['time=' num2str(t(ii),'%4.2f') '[s]'];
set(ha,'String',time);

%coordinate transformation of the sole(right leg)
R_0_S(1).x=R_0_JR1(ii).x+0;
R_0_S(2).y=R_0_JR1(ii).y+0;
R_0_S(3).z=R_0_JR1(ii).z+0;

R_0_S(2).x=R_0_JR1(ii).x+s;
R_0_S(2).y=R_0_JR1(ii).y+s;
R_0_S(2).z=R_0_JR1(ii).z+0;

R_0_S(3).x=R_0_JR1(ii).x+s;
R_0_S(3).y=R_0_JR1(ii).y-s;
R_0_S(3).z=R_0_JR1(ii).z+0;

R_0_S(4).x=R_0_JR1(ii).x-s;
R_0_S(4).y=R_0_JR1(ii).y-s;
R_0_S(4).z=R_0_JR1(ii).z+0;

R_0_S(5).x=R_0_JR1(ii).x-s;
R_0_S(5).y=R_0_JR1(ii).y+s;
R_0_S(5).z=R_0_JR1(ii).z+0;

%coordinate transformation of the sole(left leg)

L_0_S(1).x=R_0_JL1(ii).x+0;
L_0_S(1).y=R_0_JL1(ii).y+0;
L_0_S(1).z=R_0_JL1(ii).z+0;

L_0_S(2).x=R_0_JL1(ii).x+s;
L_0_S(2).y=R_0_JL1(ii).y+s;
L_0_S(2).z=R_0_JL1(ii).z+0;

L_0_S(3).x=R_0_JL1(ii).x+s;
L_0_S(3).y=R_0_JL1(ii).y-s;
L_0_S(3).z=R_0_JL1(ii).z+0;

L_0_S(4).x=R_0_JL1(ii).x-s;
L_0_S(4).y=R_0_JL1(ii).y-s;
L_0_S(4).z=R_0_JL1(ii).z+0;

L_0_S(5).x=R_0_JL1(ii).x-s;
L_0_S(5).y=R_0_JL1(ii).y+s;
L_0_S(5).z=R_0_JL1(ii).z+0;

%drowing right sole
X=[R_0_S(2).x R_0_S(3).x R_0_S(4).x R_0_S(5).x R_0_S(2).x];
Y=[R_0_S(2).y R_0_S(3).y R_0_S(4).y R_0_S(5).y R_0_S(2).y];
Z=[R_0_S(2).z R_0_S(3).z R_0_S(4).z R_0_S(5).z R_0_S(2).z];
h1=line(X,Y,Z);
set(h1,'Color','c');
set(h1,'LineWidth',3);

hold on %overwrite

%drowing left sole
X=[L_0_S(2).x L_0_S(3).x L_0_S(4).x L_0_S(5).x L_0_S(2).x];
Y=[L_0_S(2).y L_0_S(3).y L_0_S(4).y L_0_S(5).y L_0_S(2).y];
Z=[L_0_S(2).z L_0_S(3).z L_0_S(4).z L_0_S(5).z L_0_S(2).z];
h2=line(X,Y,Z);
set(h2,'Color','m');
set(h2,'LineWidth',3);

%right knee
X=[R_0_JR1(ii).x R_0_JR2(ii).x];
Y=[R_0_JR1(ii).y R_0_JR2(ii).y];
Z=[R_0_JR1(ii).z R_0_JR2(ii).z];
h3=line(X,Y,Z);
set(h3,'Color','c');
set(h3,'LineWidth',3);

%Right thigh
X=[R_0_JR2(ii).x R_0_JR3(ii).x];
Y=[R_0_JR2(ii).y R_0_JR3(ii).y];
Z=[R_0_JR2(ii).z R_0_JR3(ii).z];
h4=line(X,Y,Z);
set(h4,'Color','c');
set(h4,'LineWidth',3);

%left thigh
X=[R_0_JL3(ii).x R_0_JL2(ii).x];
Y=[R_0_JL3(ii).y R_0_JL2(ii).y];
Z=[R_0_JL3(ii).z R_0_JL2(ii).z];
h6=line(X,Y,Z);
set(h6,'Color','m');
set(h6,'LineWidth',3);

%left knee
X=[R_0_JL2(ii).x R_0_JL1(ii).x];
Y=[R_0_JL2(ii).y R_0_JL1(ii).y];
Z=[R_0_JL2(ii).z R_0_JL1(ii).z];
h7=line(X,Y,Z);
set(h7,'Color','m');
set(h7,'LineWidth',3);

if(CGCTR_Enable==1)
Centroid regulator
x=R_0_CGCTR_CG(ii).x;
y=R_0_CGCTR_CG(ii).y;
z=R_0_CGCTR_CG(ii).z;
wd=r_CGCTR/2;
p1=[x+wd y-wd z-wd];%底面点1
p2=[x+wd y+wd z-wd];%底面点2
p3=[x-wd y+wd z-wd];%底面点3
p4=[x-wd y-wd z-wd];%底面点4
p5=[x+wd y-wd z+wd];%上面点5
p6=[x+wd y+wd z+wd];%上面点6
p7=[x-wd y+wd z+wd];%上面点7
p8=[x-wd y-wd z+wd];%上面点8

X=[p1(1) p2(1)];
Y=[p1(2) p2(2)];
Z=[p1(3) p2(3)];
h8=line(X,Y,Z);
set(h8,'Color','r');
set(h8,'LineWidth',3);

X=[p2(1) p3(1)];
Y=[p2(2) p3(2)];
Z=[p2(3) p3(3)];
h9=line(X,Y,Z);
set(h9,'Color','r');
set(h9,'LineWidth',3);

X=[p3(1) p4(1)];
Y=[p3(2) p4(2)];
Z=[p3(3) p4(3)];
h10=line(X,Y,Z);
set(h10,'Color','r');
set(h10,'LineWidth',3);

X=[p4(1) p1(1)];
Y=[p4(2) p1(2)];
Z=[p4(3) p1(3)];
h11=line(X,Y,Z);
set(h11,'Color','r');
set(h11,'LineWidth',3);

X=[p5(1) p6(1)];
Y=[p5(2) p6(2)];
Z=[p5(3) p6(3)];
h12=line(X,Y,Z);
set(h12,'Color','r');
set(h12,'LineWidth',3);

X=[p6(1) p7(1)];
Y=[p6(2) p7(2)];
Z=[p6(3) p7(3)];
h13=line(X,Y,Z);
set(h13,'Color','r');
set(h13,'LineWidth',3);

X=[p7(1) p8(1)];
Y=[p7(2) p8(2)];
Z=[p7(3) p8(3)];
h14=line(X,Y,Z);
set(h14,'Color','r');
set(h14,'LineWidth',3);

X=[p8(1) p5(1)];
Y=[p8(2) p5(2)];
Z=[p8(3) p5(3)];
h15=line(X,Y,Z);
set(h15,'Color','r');
set(h15,'LineWidth',3);

X=[p1(1) p5(1)];
Y=[p1(2) p5(2)];
Z=[p1(3) p5(3)];
h16=line(X,Y,Z);
set(h16,'Color','r');
set(h16,'LineWidth',3);

X=[p2(1) p6(1)];
Y=[p2(2) p6(2)];
Z=[p2(3) p6(3)];
h17=line(X,Y,Z);
set(h17,'Color','r');
set(h17,'LineWidth',3);

X=[p3(1) p7(1)];
Y=[p3(2) p7(2)];
Z=[p3(3) p7(3)];
h18=line(X,Y,Z);
set(h18,'Color','r');
set(h18,'LineWidth',3);

X=[p4(1) p8(1)];
Y=[p4(2) p8(2)];
Z=[p4(3) p8(3)];
h19=line(X,Y,Z);
set(h19,'Color','r');
set(h19,'LineWidth',3);
end

if (Pause_On==1) && (mod(t(ii),Pause_Sample_Time)==0)
pause;
end
end









share|improve this question















I created 2-foot robot animation in Octave, which is 6 degree of freedom.
I created gragh by plotting each link. By repeting deleting and creating, the robot looks moving.
However, the animation is very slow, it cannot move smoothly.
I want to know if there is better way to create animation.



Here is the part of the code.



for ii=1:1:length(t)
pause(0.1)

%delete handle object under gca
h = findobj(gca, 'Parent', gca);
delete(h);
end

%3 dimention
view(3)
box on
grid on
axis square

%time
time=['time=' num2str(t(ii),'%4.2f') '[s]'];
set(ha,'String',time);

%coordinate transformation of the sole(right leg)
R_0_S(1).x=R_0_JR1(ii).x+0;
R_0_S(2).y=R_0_JR1(ii).y+0;
R_0_S(3).z=R_0_JR1(ii).z+0;

R_0_S(2).x=R_0_JR1(ii).x+s;
R_0_S(2).y=R_0_JR1(ii).y+s;
R_0_S(2).z=R_0_JR1(ii).z+0;

R_0_S(3).x=R_0_JR1(ii).x+s;
R_0_S(3).y=R_0_JR1(ii).y-s;
R_0_S(3).z=R_0_JR1(ii).z+0;

R_0_S(4).x=R_0_JR1(ii).x-s;
R_0_S(4).y=R_0_JR1(ii).y-s;
R_0_S(4).z=R_0_JR1(ii).z+0;

R_0_S(5).x=R_0_JR1(ii).x-s;
R_0_S(5).y=R_0_JR1(ii).y+s;
R_0_S(5).z=R_0_JR1(ii).z+0;

%coordinate transformation of the sole(left leg)

L_0_S(1).x=R_0_JL1(ii).x+0;
L_0_S(1).y=R_0_JL1(ii).y+0;
L_0_S(1).z=R_0_JL1(ii).z+0;

L_0_S(2).x=R_0_JL1(ii).x+s;
L_0_S(2).y=R_0_JL1(ii).y+s;
L_0_S(2).z=R_0_JL1(ii).z+0;

L_0_S(3).x=R_0_JL1(ii).x+s;
L_0_S(3).y=R_0_JL1(ii).y-s;
L_0_S(3).z=R_0_JL1(ii).z+0;

L_0_S(4).x=R_0_JL1(ii).x-s;
L_0_S(4).y=R_0_JL1(ii).y-s;
L_0_S(4).z=R_0_JL1(ii).z+0;

L_0_S(5).x=R_0_JL1(ii).x-s;
L_0_S(5).y=R_0_JL1(ii).y+s;
L_0_S(5).z=R_0_JL1(ii).z+0;

%drowing right sole
X=[R_0_S(2).x R_0_S(3).x R_0_S(4).x R_0_S(5).x R_0_S(2).x];
Y=[R_0_S(2).y R_0_S(3).y R_0_S(4).y R_0_S(5).y R_0_S(2).y];
Z=[R_0_S(2).z R_0_S(3).z R_0_S(4).z R_0_S(5).z R_0_S(2).z];
h1=line(X,Y,Z);
set(h1,'Color','c');
set(h1,'LineWidth',3);

hold on %overwrite

%drowing left sole
X=[L_0_S(2).x L_0_S(3).x L_0_S(4).x L_0_S(5).x L_0_S(2).x];
Y=[L_0_S(2).y L_0_S(3).y L_0_S(4).y L_0_S(5).y L_0_S(2).y];
Z=[L_0_S(2).z L_0_S(3).z L_0_S(4).z L_0_S(5).z L_0_S(2).z];
h2=line(X,Y,Z);
set(h2,'Color','m');
set(h2,'LineWidth',3);

%right knee
X=[R_0_JR1(ii).x R_0_JR2(ii).x];
Y=[R_0_JR1(ii).y R_0_JR2(ii).y];
Z=[R_0_JR1(ii).z R_0_JR2(ii).z];
h3=line(X,Y,Z);
set(h3,'Color','c');
set(h3,'LineWidth',3);

%Right thigh
X=[R_0_JR2(ii).x R_0_JR3(ii).x];
Y=[R_0_JR2(ii).y R_0_JR3(ii).y];
Z=[R_0_JR2(ii).z R_0_JR3(ii).z];
h4=line(X,Y,Z);
set(h4,'Color','c');
set(h4,'LineWidth',3);

%left thigh
X=[R_0_JL3(ii).x R_0_JL2(ii).x];
Y=[R_0_JL3(ii).y R_0_JL2(ii).y];
Z=[R_0_JL3(ii).z R_0_JL2(ii).z];
h6=line(X,Y,Z);
set(h6,'Color','m');
set(h6,'LineWidth',3);

%left knee
X=[R_0_JL2(ii).x R_0_JL1(ii).x];
Y=[R_0_JL2(ii).y R_0_JL1(ii).y];
Z=[R_0_JL2(ii).z R_0_JL1(ii).z];
h7=line(X,Y,Z);
set(h7,'Color','m');
set(h7,'LineWidth',3);

if(CGCTR_Enable==1)
Centroid regulator
x=R_0_CGCTR_CG(ii).x;
y=R_0_CGCTR_CG(ii).y;
z=R_0_CGCTR_CG(ii).z;
wd=r_CGCTR/2;
p1=[x+wd y-wd z-wd];%底面点1
p2=[x+wd y+wd z-wd];%底面点2
p3=[x-wd y+wd z-wd];%底面点3
p4=[x-wd y-wd z-wd];%底面点4
p5=[x+wd y-wd z+wd];%上面点5
p6=[x+wd y+wd z+wd];%上面点6
p7=[x-wd y+wd z+wd];%上面点7
p8=[x-wd y-wd z+wd];%上面点8

X=[p1(1) p2(1)];
Y=[p1(2) p2(2)];
Z=[p1(3) p2(3)];
h8=line(X,Y,Z);
set(h8,'Color','r');
set(h8,'LineWidth',3);

X=[p2(1) p3(1)];
Y=[p2(2) p3(2)];
Z=[p2(3) p3(3)];
h9=line(X,Y,Z);
set(h9,'Color','r');
set(h9,'LineWidth',3);

X=[p3(1) p4(1)];
Y=[p3(2) p4(2)];
Z=[p3(3) p4(3)];
h10=line(X,Y,Z);
set(h10,'Color','r');
set(h10,'LineWidth',3);

X=[p4(1) p1(1)];
Y=[p4(2) p1(2)];
Z=[p4(3) p1(3)];
h11=line(X,Y,Z);
set(h11,'Color','r');
set(h11,'LineWidth',3);

X=[p5(1) p6(1)];
Y=[p5(2) p6(2)];
Z=[p5(3) p6(3)];
h12=line(X,Y,Z);
set(h12,'Color','r');
set(h12,'LineWidth',3);

X=[p6(1) p7(1)];
Y=[p6(2) p7(2)];
Z=[p6(3) p7(3)];
h13=line(X,Y,Z);
set(h13,'Color','r');
set(h13,'LineWidth',3);

X=[p7(1) p8(1)];
Y=[p7(2) p8(2)];
Z=[p7(3) p8(3)];
h14=line(X,Y,Z);
set(h14,'Color','r');
set(h14,'LineWidth',3);

X=[p8(1) p5(1)];
Y=[p8(2) p5(2)];
Z=[p8(3) p5(3)];
h15=line(X,Y,Z);
set(h15,'Color','r');
set(h15,'LineWidth',3);

X=[p1(1) p5(1)];
Y=[p1(2) p5(2)];
Z=[p1(3) p5(3)];
h16=line(X,Y,Z);
set(h16,'Color','r');
set(h16,'LineWidth',3);

X=[p2(1) p6(1)];
Y=[p2(2) p6(2)];
Z=[p2(3) p6(3)];
h17=line(X,Y,Z);
set(h17,'Color','r');
set(h17,'LineWidth',3);

X=[p3(1) p7(1)];
Y=[p3(2) p7(2)];
Z=[p3(3) p7(3)];
h18=line(X,Y,Z);
set(h18,'Color','r');
set(h18,'LineWidth',3);

X=[p4(1) p8(1)];
Y=[p4(2) p8(2)];
Z=[p4(3) p8(3)];
h19=line(X,Y,Z);
set(h19,'Color','r');
set(h19,'LineWidth',3);
end

if (Pause_On==1) && (mod(t(ii),Pause_Sample_Time)==0)
pause;
end
end






matlab animation octave simulation






share|improve this question















share|improve this question













share|improve this question




share|improve this question








edited Nov 18 at 0:34

























asked Nov 16 at 6:25









shmpwk

12




12








  • 1




    Possible duplicate of Animate trajectory using Octave
    – Cris Luengo
    Nov 16 at 6:32






  • 4




    There are more examples if you search for "MATLAB faster animation", this works the same way in MATLAB. In short, instead of deleting and re-creating the plot, update the XData and YData properties of the line objects.
    – Cris Luengo
    Nov 16 at 6:34






  • 3




    YOu have to show your code...so that people can edit it and help you. It is suggested to use set functions for faster and smoother animation.
    – Siva Srinivas Kolukula
    Nov 16 at 7:20














  • 1




    Possible duplicate of Animate trajectory using Octave
    – Cris Luengo
    Nov 16 at 6:32






  • 4




    There are more examples if you search for "MATLAB faster animation", this works the same way in MATLAB. In short, instead of deleting and re-creating the plot, update the XData and YData properties of the line objects.
    – Cris Luengo
    Nov 16 at 6:34






  • 3




    YOu have to show your code...so that people can edit it and help you. It is suggested to use set functions for faster and smoother animation.
    – Siva Srinivas Kolukula
    Nov 16 at 7:20








1




1




Possible duplicate of Animate trajectory using Octave
– Cris Luengo
Nov 16 at 6:32




Possible duplicate of Animate trajectory using Octave
– Cris Luengo
Nov 16 at 6:32




4




4




There are more examples if you search for "MATLAB faster animation", this works the same way in MATLAB. In short, instead of deleting and re-creating the plot, update the XData and YData properties of the line objects.
– Cris Luengo
Nov 16 at 6:34




There are more examples if you search for "MATLAB faster animation", this works the same way in MATLAB. In short, instead of deleting and re-creating the plot, update the XData and YData properties of the line objects.
– Cris Luengo
Nov 16 at 6:34




3




3




YOu have to show your code...so that people can edit it and help you. It is suggested to use set functions for faster and smoother animation.
– Siva Srinivas Kolukula
Nov 16 at 7:20




YOu have to show your code...so that people can edit it and help you. It is suggested to use set functions for faster and smoother animation.
– Siva Srinivas Kolukula
Nov 16 at 7:20

















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