How to store individual return value of a function
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I want to store individeual return values to a variable
The code is as follows:
function tri=imageReadFromFolder()
something!
tri=[z,distance,angle];
end
As can be seen it basically reads set of images from a folder and for each image it will have individual 'z,distance,angle' .But after it reads it only shows the result for the last images.
Any help on how to solve this will be highly appreciated.
댓글 수: 2
Jan
2019년 4월 25일
편집: Jan
2019년 4월 25일
The question is not clear. What is "something!"? Where does "z,distance,angle" come from? It cannot be seen (especially not "basically"), that a set of images is read here. There is no code to read images, there I cannot guess, why the data of the "last" image are replied only. Most likely you use a loop and write:
for k = 1:numel(images)
img = import_image()
z = fcn(Img)
end
instead of
z(k) = fcn(Img)
% ^^^
Please edit your question and post some working code, which reproduces the problem. If we guess, what the problem is, the answers will be more or less unrelated.
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KALYAN ACHARJYA
2019년 4월 26일
편집: KALYAN ACHARJYA
2019년 4월 26일
Inputs in Main script help to change the input easily.
Main scripts:
D = 'C:\Users\Tipu_Standard\Desktop\testIMAGES';
S = dir(fullfile(D,'Original*.jpg')); % pattern to match filenames.
for i = 1:numel(S)
F = fullfile(D,S(i).name);
I = imread(F);
% Next line changes required, k{i}, I missed the account the size of function output please check the below @Stephen Comment
k(i)=fun1(I);
end
Here k gives the values of individual images, like k(1),k(2)...
Make the different function file
function tri=fun1(I)
B=rgb2gray(I);
A=adapthisteq(B);
% Display the original image
figure,imshow(A);
distance =0;
angle=0;
rmin=8;
rmax=30;
% Find all the circles with radius >= 8 and radius <= 30
[centersdark,radiidark] = imfindcircles(A,[rmin rmax],'Objectpolarity','dark','Sensitivity',0.913);
k=numel(radiidark);
viscircles(centersdark,radiidark ,'EdgeColor','b');
if(k==0)
z=0;
else
z=1;
p=2*radiidark;
f=2.1;
w=62;
h=144;
s=2.88;
distance=(f*w*h)/(p*s);
a=(192/2)-centersdark(1);
b=144-centersdark(2);
angle=atan2(a,b)*(180/pi);
end
tri=[z,distance,angle];
end
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