Mathematica Asked by Marla on June 10, 2021
I am still using Mathematica 10.3 and I have the following problem:
My code is as follows (based on what I found in a related post, see below), but I used another example image. So here is my code:
img = ExampleData[{"AerialImage", "Pentagon"}];
grid = Graphics[{}, GridLines -> Automatic, PlotRangePadding -> None,
GridLinesStyle -> Directive[Red, Thick],
ImageSize -> ImageDimensions@img];
Overlay[{img, grid}];
The output is completely off — the grid is much larger than the image. I also tried with an actual image I am interested in, and that gave me the same problem. It does work fine with test image "Lena", but not with any other image.
However, if I check ImageDimensions[img]
and ImageDimensions[grid]
, I do get the same output. So it might just be that for some reasons, all other images except for "Lena"give me a wrong output concerning the ImageDimensions
, which is why the grid might be messed up.
Can anyone help with this? What can I do?
Thanks in advance!
P.S. My question is related to and my code is based on the question and answers here: Image with grid lines
n = 10; m = 10;
img1 = ImageResize[img, {500, 500}];
id1 = ImageDimensions@img1;
gridlinesx1 = Subdivide[1, id1[[1]], n];
gridlinesy1 = Subdivide[1, id1[[2]], m];
prange1 = Thread[{1, id1}];
grid1 = Graphics[{}, GridLines -> {gridlinesx1, gridlinesy1},
PlotRange -> prange1, PlotRangePadding -> None,
GridLinesStyle -> Directive[Red, Thick], ImageSize -> id1];
Overlay[{Show[img1, ImageSize -> id1], grid1}]
Use m = 5
to get
The same approach works for a non-square image:
n = 10; m = 10;
img2 = ImageResize[img, {500, 300}];
id2 = ImageDimensions@img2;
gridlinesx2 = Subdivide[1, id2[[1]], n];
gridlinesy2 = Subdivide[1, id2[[2]], m];
prange2 = Thread[{1, id2}];
grid2 = Graphics[{}, GridLines -> {gridlinesx2, gridlinesy2},
PlotRange -> prange2, PlotRangePadding -> None,
GridLinesStyle -> Directive[Red, Thick], ImageSize -> id2];
Overlay[{Show[img2, ImageSize -> id2], grid2}]
and with m = 5
:
Answered by kglr on June 10, 2021
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