2006
DOI: 10.14358/pers.72.11.1255
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Epipolar Resampling of Space-borne Linear Array Scanner Scenes Using Parallel Projection

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Cited by 52 publications
(55 citation statements)
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“…Like the image space-based method, the PRP method also extracts control points from the original image space but assigns the control points' coordinates to new coordinates on a PRP in object space instead of image space. This method does not require any ground control points, which is essential to the method suggested by Morgan et al [9]. And this method may not cause a non-orthogonal axis in the object space.…”
Section: Object Space-based Methodsmentioning
confidence: 99%
“…Like the image space-based method, the PRP method also extracts control points from the original image space but assigns the control points' coordinates to new coordinates on a PRP in object space instead of image space. This method does not require any ground control points, which is essential to the method suggested by Morgan et al [9]. And this method may not cause a non-orthogonal axis in the object space.…”
Section: Object Space-based Methodsmentioning
confidence: 99%
“…As we all know, the epipolar geometric constraint is always used in image matching, both for frame images and linear pushbroom images [36][37][38]. However, it is difficult to determine the exact epipolar line equation for linear pushbroom imagery.…”
Section: Image Matching On Approximate Orthophotosmentioning
confidence: 99%
“…However, it is difficult to determine the exact epipolar line equation for linear pushbroom imagery. Moreover, the prerequisite of epipolar resampling for linear cameras [37] may not be suitable for HRSC linear pushbroom imagery, which has variable line exposure duration. The projection trajectory method is always used to establish the epipolar line for linear pushbroom imagery.…”
Section: Image Matching On Approximate Orthophotosmentioning
confidence: 99%
“…Considering the rather short acquisition time of the imagery (for example, about 1 s for an IKONOS scene), the velocity, and orientation of the sensor can be assumed constant during the capture of the scene [29][30][31][32]. Hence, modeling the along-track image component via the 3D affine model is easy [32][33][34]. Implicit in the model are two individual projections, one scaled-orthogonal, and the other skew-parallel (Figure 2a).…”
Section: The Geometry Of Linear Pushbroom Imagingmentioning
confidence: 99%