Checking for loop coordinates to see whether two randomly generated positions are within 5 units of each other

1 vue (au cours des 30 derniers jours)
Hello there,
I am in the process of coding a program that plots two people in a 100 x 100 unit area. Each person is allowed to move one unit per loop iteration, and there are 5000 iterations of the loop (for i=1:5000). I want to terminate the loop when the difference in positions, either in the x-axis or the y-axis, are equal to or less than 5. However, when I add an if statement or while loop to compute the difference between the x position and y position between the two people to check if it's less than or equal to 5, the entire position plot gets changed to two lines. Here are some examples:
c=man1x-man2x;
v=man1y-man2y; %these two are variables created to store the differences in position between the two people
while c > 5 && v > 5
continue;
end
break; % for some reason, the entire grid of numbers seems to change when this break is added to 5000 little movements to two %diagonal lines that simply converge on each other.
if c >= 5 || v >= 5
else
break; %This one produces some results, but still gets buggy when break; is added. The program will still have 2 diagonal lines %converge together from as far as 20 units away.
end
Any thoughts, assistance, advice, or insights would be greatly appreciated, as I cannot figure out why the break; command is what is causing the diagonal lines and the messy termination of my loop.
Thanks!
  3 commentaires
Geoff Hayes
Geoff Hayes le 4 Juil 2015
Out of curiosity, why does your code terminate the loop if there is difference of five between x or y? Why not use the (for example) Euclidean distance instead:
dist = sqrt((man1x-man2x)^2 + (man1y-man2y)^2);
while dist > 5
continue;
end

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Réponses (1)

Anusha B
Anusha B le 9 Juil 2015
Hi Daniel,
1. Can you try using while loop instead of FOR loop for '5000 iterations'? OR 2. Can you execute the following command and execute your code? >> feature accel off
However, this command can affect MATLAB performance.

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