What is the preferred way of converting from axis coordinates (e.g. those taken in by plot
or those output in point1
and point2
of houghlines
) to pixel coordinates in an image?
I see the function axes2pix in the Mathworks documentation, but it is unclear how it works. Specifically, what is the third argument? The examples just pass in 30
, but it is unclear where this value comes from. The explanations depend on a knowledge of several other functions, which I don't know.
The related question: Axis coordinates to pixel coordinates? suggests using poly2mask
, which would work for a polygon, but how do I do the same thing for a single point, or a list of points?
That question also links to Scripts to Convert Image to and from Graph Coordinates, but that code threw an exception:
Error using /
Matrix dimensions must agree.
You can also obtain pixel value information from a figure with imshow by using the impixelinfo function. To save the pixel location and value information displayed, right-click a pixel in the image and choose the Copy pixel info option. Image Viewer copies the x- and y-coordinates and the pixel value to the clipboard.
Consider the following code. It shows how to convert from axes coordinates to image pixel coordinates.
This is especially useful if you plot the image using custom XData/YData locations other than the default 1:width
and 1:height
. I am shifting by 100 and 200 pixels in the x/y directions in the example below.
function imageExample()
%# RGB image
img = imread('peppers.png');
sz = size(img);
%# show image
hFig = figure();
hAx = axes();
image([1 sz(2)]+100, [1 sz(1)]+200, img) %# shifted XData/YData
%# hook-up mouse button-down event
set(hFig, 'WindowButtonDownFcn',@mouseDown)
function mouseDown(o,e)
%# get current point
p = get(hAx,'CurrentPoint');
p = p(1,1:2);
%# convert axes coordinates to image pixel coordinates
%# I am also rounding to integers
x = round( axes2pix(sz(2), [1 sz(2)], p(1)) );
y = round( axes2pix(sz(1), [1 sz(1)], p(2)) );
%# show (x,y) pixel in title
title( sprintf('image pixel = (%d,%d)',x,y) )
end
end
(note how the axis limits do not start at (1,1)
, thus the need for axes2pix
)
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