How to solve Maximum recursion limit of 500 reached problem
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Dear all, my matlab function is this
function eyescript(func, begin_in, end_in, args, ext)
if func==0
for i=begin_in;
fn=strcat(num2str(i),ext);
fprintf('\nRunning %s\n',fn);
symeye(fn,args(1),args(2),args(3),args(4));
end
else
for i=begin_in;
fn=strcat(num2str(i),ext);
fprintf('\nRunning %s\n',fn);
avgeye(fn,args(1), args(2));
end
end
when i want to call out this function eyescript i keep getting this error
eyescript(0,1,30,[0,0,0,0],'.jpg');
Maximum recursion limit of 500 reached. Use set(0,'RecursionLimit',N) to
change the limit. Be aware that exceeding your available stack space can crash
MATLAB and/or your computer.
Error in eyescript
What should i do to prevent this error from happening? Thanks in advance.
3 Comments
Adam
on 13 Nov 2014
Hard to say without knowing what symeye does which at first glance appears to be the only thing that could cause recursion.
As an aside, are you not missing the end_in from your:
for i = begin_in
statement?
Since you are getting infinite recursion only executing it once maybe this is just as well for now, but once you solve the recursion you'll presumably need
for i = bein_in:end_in
instead.
bnut-qwerty@mail.ru bnut-qwerty@mail.ru
on 30 Mar 2016
Edited: Walter Roberson
on 30 Mar 2016
Maximum recursion limit of 500 reached. Use set(0,'RecursionLimit',N) to change the limit. Be
aware that exceeding your available stack space can crash MATLAB and/or your computer.
Programme:
puma560;
robot=p560
N=5; % Numero de Iteraciones
z=linspace(0.432,0.482,N); % se mueve 0.05 unidades
x=zeros(1,N);
y=x;
for j=1:N
y(1,j)=-0.15;
x(1,j)=0.452;
end
phi=zeros(1,N);
for k=1:length(z)
phik=phi(k);
T(:,:,k)=[cos(phik) -sin(phik) 0 x(k);
sin(phik) cos(phik) 0 y(k);
0 0 1 z(k);
0 0 0 1];
end
qzz=ikine(robot,T)
plot(robot,qzz)
y=linspace(-0.15,0.05,N); % se mueve 0.20 unidades
x=zeros(1,N);
z=x;
for j=1:N
x(1,j)=0.452;
z(1,j)=0.482;
end
phi=zeros(1,N);
for k=1:length(y)
phik=phi(k);
T(:,:,k)=[cos(phik) -sin(phik) 0 x(k);
sin(phik) cos(phik) 0 y(k);
0 0 1 z(k);
0 0 0 1];
end
qyy=ikine(robot,T)
plot(robot,qyy)
x=linspace(0.452,0.702,N); % se mueve 0.25 unidades
y=zeros(1,N);
z=y;
for j=1:N
y(1,j)=0.05;
z(1,j)=0.482;
end
phi=zeros(1,N);
for k=1:length(x)
phik=phi(k);
T(:,:,k)=[cos(phik) -sin(phik) 0 x(k);
sin(phik) cos(phik) 0 y(k);
0 0 1 z(k);
0 0 0 1];
end
qxx=ikine(robot,T)
plot(robot,qxx)
y=linspace(0.05,-0.05,N); % se mueve 0.10 unidades
x=zeros(1,N);
z=x;
for j=1:N
x(1,j)=0.702;
z(1,j)=0.482;
end
phi=zeros(1,N);
for k=1:length(y)
phik=phi(k);
T(:,:,k)=[cos(phik) -sin(phik) 0 x(k);
sin(phik) cos(phik) 0 y(k);
0 0 1 z(k);
0 0 0 1];
end
qyy=ikine(robot,T)
plot(robot,qyy)
Walter Roberson
on 30 Mar 2016
You opened a Question about this, so it will be discussed in that Question.
Accepted Answer
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