I have a GUI (using GUIDE) in Matlab, this is how it looks:
I want to rotate the image using slider and to show the change in real time.
I use axes to display the image.
how can I do this?
EDIT: I'm building OCR application. this is how the plate looks when I'm rotate it, the numbers are totally deformed.
thanks.
Here is an example GUI:
function rotationGUI()
%# read image
I = imread('cameraman.tif');
%# setup GUI
hFig = figure('menu','none');
hAx = axes('Parent',hFig);
uicontrol('Parent',hFig, 'Style','slider', 'Value',0, 'Min',0,...
'Max',360, 'SliderStep',[1 10]./360, ...
'Position',[150 5 300 20], 'Callback',@slider_callback)
hTxt = uicontrol('Style','text', 'Position',[290 28 20 15], 'String','0');
%# show image
imshow(I, 'Parent',hAx)
%# Callback function
function slider_callback(hObj, eventdata)
angle = round(get(hObj,'Value')); %# get rotation angle in degrees
imshow(imrotate(I,angle), 'Parent',hAx) %# rotate image
set(hTxt, 'String',num2str(angle)) %# update text
end
end
If you prefer to build the GUI in GUIDE, follow these steps:
create GUI, and add necessary components: axis, slider, static text (drag-and-drop)
Using the "Property Inspector", change slider properties as required:: Min/Max/Value/SliderStep
. Also would help if you assign a Tag
to be able to find components in the code.
In the figure's xxxx_OpeningFcn
function, read and store the image in the handles
structure, then show it:
handles.I = imread('cameraman.tif'); imshow(I, 'Parent',findobj(hObject,'Tag','imgAxis')) %# use tag you assigned guidata(hObject, handles); %# Update handles structure
angle = round( get(hObject,'Value') ); imshow( imrotate(handles.I,angle) )
EDIT: Image rotation is an affine transformation which maps the position (x,y) of input image pixels onto new coordinates (x2,y2) for the output image. The problem is that the output coordinates may not always be integers. Since digital images are represented on a grid of discrete pixels, thus some form of resampling/interpolation is employed (which is why straight lines might look jagged when rotated at certain angles).
(Illustration borrowed from: Understanding Digital Image Interpolation)