Out of memory error message when attempting to plot in 3D

2 次查看(过去 30 天)
Hi all,
From my following code as I'm trying to plot the trajectory of 3 bugs in three dimensions I am presented with the folllowing error message:
Out of memory. The likely cause is an infinite recursion within the program.
Error in bugs>g (line 37) dxdt=g(t,f)
From my following code:
clc, clear, clear all
ti=0;
tf=1000;
tspan= linspace(ti,tf,1000000);
f0 = [0; 0; 0; 1; 2; 0; 1; 0; 3; 0; 2; 3];
[t, f] = ode45(@g, tspan, f0);
%Trajectories are done in 3 coordinates x,y,z
i_1=(f(:,1)); %Trajectory of bug 1
j_1=(f(:,2));
k_1=(f(:,3));
i_2=(f(:,4)); %Trajectory of bug 2
j_2=(f(:,5));
k_2=(f(:,6));
i_3=(f(:,7)); %Trajectory of bug 3
j_3=(f(:,8));
k_3=(f(:,9));
i_4=(f(:,10));
j_4=(f(:,11));
k_4=(f(:,12));
figure
hold on
plot3(i_1, j_1, k_1, tspan)
plot3(i_2, j_2, k_2, tspan)
plot3(i_3, j_3, k_3, tspan)
plot3(i_4, j_4, k_4, tspan)
title('test')
xlabel('x')
ylabel('y')
zlabel('z')
function dxdt = g(t,f)
dxdt=g(t,f)
dxdt=[(f(2)-f(1))/(sqrt((f(2)-f(1))^2+(f(6)-f(5))^2+(f(10)-f(9))^2));
(f(6)-f(5))/(sqrt((f(2)-f(1))^2+(f(6)-f(5))^2+(f(10)-f(9))^2));
(f(10)-f(9))/(sqrt((f(2)-f(1))^2+(f(6)-f(5))^2+(f(10)-f(9))^2));
(f(3)-f(2))/(sqrt((f(3)-f(2))^2+(f(7)-f(6))^2+(f(11)-f(10))^2));
(f(7)-f(6))/(sqrt((f(3)-f(2))^2+(f(7)-f(6))^2+(f(11)-f(10))^2));
(f(11)-f(10))/(sqrt((f(3)-f(2))^2+(f(7)-f(6))^2+(f(11)-f(10))^2));
(f(4)-f(3))/(sqrt((f(4)-f(3))^2+(f(8)-f(7))^2+((f12)-f(11))^2));
(f(8)-f(7))/(sqrt((f(4)-f(3))^2+(f(8)-f(7))^2+(f(12)-f(11))^2));
(f(12)-f(11))/(sqrt((f(4)-f(3))^2+(f(8)-f(7))^2+(f(12)-f(11))^2));
(f(1)-f(4))/(sqrt((f(1)-f(4))^2+(f(5)-f(8))^2+(f(9)-f(12))^2));
(f(5)-f(8))/(sqrt((f(5)-f(8))^2+(f(1)-f(4))^2+(f(9)-f(12))^2));
(f(9)-f(12))/(sqrt((f(1)-f(4))^2+(f(5)-f(8))^2+(f(9)-f(12))^2))];
end
Thanks.

采纳的回答

Jan
Jan 2022-5-13
编辑:Jan 2022-5-13
function dxdt = g(t,f)
dxdt=g(t,f)
...
end
This function calls itself recursively. Of course this let Matlab crash. What is the purpose of "dxdt=g(t,f)"? Simply delete this line to solve this problem.
The code block does not look smart. Compare:
dxdt=[(f(2)-f(1))/(sqrt((f(2)-f(1))^2+(f(6)-f(5))^2+(f(10)-f(9))^2));
(f(6)-f(5))/(sqrt((f(2)-f(1))^2+(f(6)-f(5))^2+(f(10)-f(9))^2));
(f(10)-f(9))/(sqrt((f(2)-f(1))^2+(f(6)-f(5))^2+(f(10)-f(9))^2));
(f(3)-f(2))/(sqrt((f(3)-f(2))^2+(f(7)-f(6))^2+(f(11)-f(10))^2));
(f(7)-f(6))/(sqrt((f(3)-f(2))^2+(f(7)-f(6))^2+(f(11)-f(10))^2));
(f(11)-f(10))/(sqrt((f(3)-f(2))^2+(f(7)-f(6))^2+(f(11)-f(10))^2));
(f(4)-f(3))/(sqrt((f(4)-f(3))^2+(f(8)-f(7))^2+(f(12)-f(11))^2)); % BUG: f12->f(12)
(f(8)-f(7))/(sqrt((f(4)-f(3))^2+(f(8)-f(7))^2+(f(12)-f(11))^2));
(f(12)-f(11))/(sqrt((f(4)-f(3))^2+(f(8)-f(7))^2+(f(12)-f(11))^2));
(f(1)-f(4))/(sqrt((f(1)-f(4))^2+(f(5)-f(8))^2+(f(9)-f(12))^2));
(f(5)-f(8))/(sqrt((f(5)-f(8))^2+(f(1)-f(4))^2+(f(9)-f(12))^2));
(f(9)-f(12))/(sqrt((f(1)-f(4))^2+(f(5)-f(8))^2+(f(9)-f(12))^2))];
With:
a = sqrt((f(2)-f(1))^2 + (f(6)-f(5))^2 + (f(10)-f(9))^2);
b = sqrt((f(3)-f(2))^2 + (f(7)-f(6))^2 + (f(11)-f(10))^2);
c = sqrt((f(4)-f(3))^2 + (f(8)-f(7))^2 + (f(12)-f(11))^2);
d = sqrt((f(1)-f(4))^2 + (f(5)-f(8))^2 + (f(9) -f(12))^2);
dxdt = [ ...
(f(2) - f(1)) / a;
(f(6) - f(5)) / a;
(f(10) - f(9)) / a;
(f(3) - f(2)) / b;
(f(7) - f(6)) / b;
(f(11) - f(10)) / b;
(f(4) - f(3)) / c;
(f(8) - f(7)) / c;
(f(12) - f(11)) / c;
(f(1) - f(4)) / d;
(f(5) - f(8)) / d;
(f(9) - f(12)) / d];
This is even faster.

更多回答(0 个)

类别

Help CenterFile Exchange 中查找有关 Data Synthesis 的更多信息

产品

Community Treasure Hunt

Find the treasures in MATLAB Central and discover how the community can help you!

Start Hunting!

Translated by