Effacer les filtres
Effacer les filtres

i want to mark only the highest middle point of binary image but it show the min point too.

4 vues (au cours des 30 derniers jours)
% code
%highest point location
[ y, x] = find(maxImage);
points = [ x y];
[d,idx] = pdist2( points, points, 'euclidean', 'Largest', 1);
idx1 = idx( d==max(d));
p={};
for i=1:length(idx1)
p{end+1} = [ points(idx1(i),1), points(idx1(i),2)];
end

Réponses (3)

Guillaume
Guillaume le 23 Avr 2015
Modifié(e) : Guillaume le 24 Avr 2015
What does highest middle point mean?
I don't understand what the code you've written has anything to do with the subject of your question. Your code is finding which two white pixels are the furthest apart. With the image you've displayed, these are indeed the points in red.
If you want to find the highest point, that would be the point whose row ( x) is the smaller, thus:
[row, col] = find(maxImage); %return the coordinates of all the white pixels
highestrow = min(row);
%find all points on highest row:
highestpoints = [row(row == highestrow) col(row == highestrow)]
  10 commentaires
Abdullah bashanfer
Abdullah bashanfer le 17 Juil 2016
How did you fill the image from bottom? can u provide the codes of that part plz ?
Image Analyst
Image Analyst le 17 Juil 2016
That code was given in my code below. Scroll down this page or click here

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Image Analyst
Image Analyst le 23 Avr 2015
Try this:
% Find the vertical profile
verticalProfile = sum(binaryImage, 2);
% Find the top row
topRow = find(verticalProfile, 1, 'first');
% Find the center column
centerColumn = size(binaryImage, 2) / 2;
% Plot a dot
plot(centerColumn, topRow, 'r.', 'Markersize', 30);

Image Analyst
Image Analyst le 26 Avr 2015
If you want the "highest value of white pixel through row for each column" then you'd scan across columns, extracting one column and use find() to find the first white pixel.
[rows, columns] = size(binaryImage);
for col = 1 : columns
thisColumn = binaryImage(:, col);
topWhitePointRow(col) = find(thisColumn, 1, 'first');
end
topWhitePointRow will be an array that is 1 by columns long where each element has the top most white pixel in each column.

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