Пример #1
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def getGdcTransformFromPixelTransform(imageSize, pixelTransform, refImageGdcTransform):
    '''Converts an image-to-image transform chained with a GDC transform
       to a pixel to GDC transform for this image.'''

    # Convert the image-to-image transform parameters to a class
    temp = numpy.array([tform[0:3], tform[3:6], tform[6:9]] )
    imageToRefTransform = transform.ProjectiveTransform(temp)

    newImageSize = ImageFetcher.miscUtilities.getImageSize(newImagePath)

    # Generate a list of point pairs
    imagePoints = []
    gdcPoints   = []

    # Loop through an evenly spaced grid of pixels in the new image
    # - For each pixel, compute the desired output coordinate
    pointPixelSpacing = (newImageSize[0] + newImageSize[1]) / 20 # Results in about 100 points
    for r in range(0, newImageSize[0], pointPixelSpacing):
        for c in range(0, newImageSize[1], pointPixelSpacing):
            # Get pixel in new image and matching pixel in the reference image,
            #  then pass that into the GDC transform.
            thisPixel       = numpy.array([float(c), float(r)])
            pixelInRefImage = pixelTransform.forward(thisPixel)
            gdcCoordinate   = refImageGdcTransform.forward(pixelInRefImage)

            imagePoints.append(thisPixel)
            gdcPoints.append(gdcCoordinate)

    # Compute a transform object that converts from the new image to projected coordinates
    imageToGdcTransform = transform.getTransform(numpy.asarray(worldPoints),
                                                 numpy.asarray(gdcPoints))

    return imageToGdcTransform
Пример #2
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 def _textToTransform(self, text):
     '''Converts a database text entry to a transform'''
     
     # Make rows seperated by ;
     t = text.replace('[','').replace(']',' ')
     parts = [float(x) for x in t.split()]
     
     mat = numpy.array([[parts[0], parts[1], parts[2]],
                        [parts[3], parts[4], parts[5]],
                        [parts[6], parts[7], parts[8]]],
                       dtype='float64')
     tform = transform.ProjectiveTransform(mat)       
     return tform
def convertTransformToGeo(imageToRefImageTransform, newImagePath, refImagePath, refImageGeoTransform=None):
    '''Converts an image-to-image homography to the ProjectiveTransform
       class used elsewhere in geocam.
       Either the reference image must be geo-registered, or the geo transform for it
       must be provided.'''

    # Convert the image-to-image transform parameters to a class
    temp = numpy.array([imageToRefImageTransform[0:3],
                        imageToRefImageTransform[3:6],
                        imageToRefImageTransform[6:9]] )
    imageToRefTransform = transform.ProjectiveTransform(temp)

    newImageSize = IrgGeoFunctions.getImageSize(newImagePath)
    refImageSize = IrgGeoFunctions.getImageSize(refImagePath)

    # Get a pixel to GDC transform for the reference image
    refPixelToGdcTransform = registration_common.getPixelToGdcTransform(
                                                  refImagePath, refImageGeoTransform)

    # Generate a list of point pairs
    imagePoints = []
    projPoints  = []
    gdcPoints   = []
    
    
    print 'transform = \n' + str(imageToRefTransform.matrix)
    
    # Loop through an evenly spaced grid of pixels in the new image
    # - For each pixel, compute the desired output coordinate
    pointPixelSpacing = (newImageSize[0] + newImageSize[1]) / 20 # Results in about 100 points
    for r in range(0, newImageSize[0], pointPixelSpacing):
        for c in range(0, newImageSize[1], pointPixelSpacing):
            # Get pixel in new image and matching pixel in the reference image
            thisPixel       = numpy.array([float(c), float(r)])
            pixelInRefImage = imageToRefTransform.forward(thisPixel)

            # If any pixel transforms outside the reference image our transform
            # is probably invalid but continue on skipping this pixel.
            if ((not registration_common.isPixelValid(thisPixel, newImageSize)) or
                (not registration_common.isPixelValid(pixelInRefImage, refImageSize))):
                continue

            # Compute the location of this pixel in the projected coordinate system
            #  used by the transform.py file.
            if (not refImageGeoTransform):
                # Use the geo information of the reference image
                gdcCoordinate       = refPixelToGdcTransform.forward(pixelInRefImage)
                projectedCoordinate = transform.lonLatToMeters(gdcCoordinate)
            else: # Use the user-provided transform
                projectedCoordinate = refImageGeoTransform.forward(pixelInRefImage)
                gdcCoordinate       = transform.metersToLatLon(projectedCoordinate)
                
            imagePoints.append(thisPixel)
            projPoints.append(projectedCoordinate)
            gdcPoints.append(gdcCoordinate)
            #print str(thisPixel) + ' --> ' + str(gdcCoordinate) + ' <--> ' + str(projectedCoordinate)

    # Compute a transform object that converts from the new image to projected coordinates
    #print 'Converting transform to world coordinates...'
    #testImageToProjectedTransform = transform.getTransform(numpy.asarray(worldPoints),
    #                                                       numpy.asarray(imagePoints))
    testImageToProjectedTransform = transform.ProjectiveTransform.fit(numpy.asarray(projPoints),
                                                                      numpy.asarray(imagePoints))
    
    testImageToGdcTransform = transform.ProjectiveTransform.fit(numpy.asarray(gdcPoints),
                                                                numpy.asarray(imagePoints))
    
    #print refPixelToGdcTransform
    #print testImageToProjectedTransform
    #for i, w in zip(imagePoints, worldPoints):
    #    print str(i) + ' --> ' + str(w) + ' <--> ' + str(testImageToProjectedTransform.forward(i))
    
    return (testImageToProjectedTransform, testImageToGdcTransform, refPixelToGdcTransform)
Пример #4
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def getIdentityTransform():
    '''Return an identity transform from the transform.py file'''
    return transform.ProjectiveTransform(numpy.matrix([[1,0,0],[0,1,0],[0,0,1]],dtype='float64'))