I have an annonation on my image in matlab but I'm trying to have it with green text, a black outline and a purple background. I want my text font to be italic and in the Comic Sans format. Anyone know how to incorporate these characteristics in my code:
davis = imread('DavisHall.jpg');
figure(1), imagesc(davis), axis image
helpdlg(sprintf('Pick four corners of a window in this picture.\nPick top right corner first.\nPick bottom right corner second.\nPick bottom left corner third.\nPick top left corner fourth.'))
PickCorners = ginput(4)
x = [PickCorners(:,1)];
y = [PickCorners(:,2)];
h = gca;
hold(h, 'on');
plot(h, x', y');
plot(h, [x;x(1)]', [y;y(1)]');
dim = [.2 .5 .3 .3];
str = 'Window'
annotation('textbox',dim,'String',str,'FitBoxToText','on');

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Adam Danz
Adam Danz 2018년 12월 1일
편집: Adam Danz 2020년 8월 31일

0 개 추천

You need the handle to the annotation object.
Once you have the handle, you can see the list of editable properties.
ah = annotation('textbox',dim,'String',str,'FitBoxToText','on');
Now look at all of the properties by executing 'ah' in the command window.
ah.Color = 'g'; %or = [0 .5 0] Green text
ah.FontName = 'Comic Sans MS'; %use listfonts command to see list of available fonts
ah.BackgroundColor = [.5 0 .5]; %purple background
EdgeColor will set the box color but it's already black when it's created.

댓글 수: 4

Ryan Bowman
Ryan Bowman 2018년 12월 1일
Do you know how to get it into italics?
Adam Danz
Adam Danz 2018년 12월 1일
Set the FontAngle to italic.
micholeodon
micholeodon 2020년 8월 31일
편집: micholeodon 2020년 8월 31일
I wonder why formatiing below not works (text is not aligned in plot):
figure
nlogl = randn; mi = randn; ma = randn;
dim = [0.37 0.15 0.4 0.3];
str = sprintf('\n NLOGL\t = %+8.2f \n min\t = %+8.2f \n max\t = %+8.2f', nlogl, mi, ma);
txtbox = annotation('textbox', dim, 'String', str, 'FitBoxToText', 'on');
txtbox.FontName = 'FixedWidth';
Am I doing sth wrong?
When I type
str
in Command Window it displays nicely aligned text.
Remove the spaces following "\n".
str = sprintf('NLOGL\t = %+8.2f \nmin\t = %+8.2f \nmax\t = %+8.2f', nlogl, mi, ma);

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2018년 12월 1일

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2020년 8월 31일

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