Claims Analysis
Total Claims: 4
Claim 1
Independent Claim
265 words
A method of reconstructing structures of a part from N linear pushbroom (LPB) projection images, where N is greater than 1, given the mapping matrices M j for each of the projection images j=1 . . . N comprising the steps of: a) acquiring a plurality of linear pushbroom images at different angles about an axis of rotation passing through the part; b) selecting a first set of screen coordinates (u 1 ,v 1 ) having an intensity I of a first projection image being part of a feature desired to be reconstructed; c) creating a first ray passing through the selected screen coordinate and through a center of projection; d) multiplying a plurality of points along the ray by the matrix M j to result in substantially a hyperbola on a second projection image; e) correlating intensities along the hyperbola to intensity I to determine a second set of screen coordinates (u 2 ,v 2 ) on the second projection image where the hyperbola intersects the selected structure, the second set of screen coordinates (u 2 ,v 2 ) corresponding to the same point on said part as the first set of screen coordinates (u 1 ,v 1 ) f) creating a second ray passing through the second set of screen coordinates (u 2 ,v 2 ) and through a center of projection; g) identifying a 3D location where the rays intersect as the reconstructed point; and h) repeating steps "b"-"g" for a plurality of points on the desired feature; and i) displaying the 3D reconstructed point to result in a reconstructed 3D structure.
Claim 2
Independent Claim
265 words
A method of reconstructing structures of a part from N linear pushbroom (LPB) projection images, where N is greater than 1, given the mapping matrices M j for each of the projection images j=1 . . . N comprising the steps of: a) acquiring a plurality of linear pushbroom images at different angles about an axis of rotation passing through the part; b) selecting a first set of screen coordinates (u 1 ,v 1 ) having an intensity I of a first projection image being part of a feature desired to be reconstructed; c) creating a first ray passing through the selected screen coordinate and through a center of projection; d) multiplying a plurality of points along the ray by the matrix M j to result in substantially a hyperbola on a second projection image; e) correlating intensities along the hyperbola to intensity I to determine a second set of screen coordinates (u 2 ,v 2 ) on the second projection image where the hyperbola intersects the selected structure, the second set of screen coordinates (u 2 ,v 2 ) corresponding to the same point on said part as the first set of screen coordinates (u 1 ,v 1 ) f) creating a second ray passing through the second set of screen coordinates (u 2 ,v 2 ) and through a center of projection; g) identifying a 3D location where the rays intersect as the reconstructed point; and h) repeating steps "b"-"g" for a plurality of points on the desired feature; and i) displaying the 3D reconstructed point to result in a reconstructed 3D structure.
Claim 3
Independent Claim
278 words
A method of reconstructing structures of a part from N linear pushbroom (LPB) projection images, where N is greater than 1, given the mapping matrices M j for each of the projection images j=1 . . . N comprising the steps of: a) acquiring a plurality of linear pushbroom images at different angles about an axis of rotation passing through the part; b) selecting a first set of screen coordinates (u 1 ,v 1 ) having an intensity I on an initial projection image, the first set of coordinates being part of a feature desired to be reconstructed; c) creating a first ray passing through the selected screen coordinate and through a center of projection; d) multiplying a plurality of points along the ray by the matrix M j to result in a hyperbola on another projection image j; e) correlating intensities along the hyperbola to intensity I to determine a jth set of screen coordinates (u j ,v j ) on projection image j where the hyperbola intersects the selected structure, the jth set of screen coordinates (u j ,v j ) corresponding to the same point on said part as the first set of screen coordinates (u 1 ,v 1 ); f) creating a jth ray passing through the jth set of screen coordinates (u j ,v j ) and through a center of projection; g) repeating steps "d"-"f" for a plurality of projection images; h) identifying a 3D location where the rays intersect as the reconstructed point; and i) repeating steps "b"-"h" for a plurality of points on the desired feature; and j) displaying the 3D reconstructed point to result in a reconstructed 3D structure.
Claim 4
Independent Claim
278 words
A method of reconstructing structures of a part from N linear pushbroom (LPB) projection images, where N is greater than 1, given the mapping matrices M j for each of the projection images j=1 . . . N comprising the steps of: a) acquiring a plurality of linear pushbroom images at different angles about an axis of rotation passing through the part; b) selecting a first set of screen coordinates (u 1 ,v 1 ) having an intensity I on an initial projection image, the first set of coordinates being part of a feature desired to be reconstructed; c) creating a first ray passing through the selected screen coordinate and through a center of projection; d) multiplying a plurality of points along the ray by the matrix M j to result in a hyperbola on another projection image j; e) correlating intensities along the hyperbola to intensity I to determine a jth set of screen coordinates (u j ,v j ) on projection image j where the hyperbola intersects the selected structure, the jth set of screen coordinates (u j ,v j ) corresponding to the same point on said part as the first set of screen coordinates (u 1 ,v 1 ); f) creating a jth ray passing through the jth set of screen coordinates (u j ,v j ) and through a center of projection; g) repeating steps "d"-"f" for a plurality of projection images; h) identifying a 3D location where the rays intersect as the reconstructed point; and i) repeating steps "b"-"h" for a plurality of points on the desired feature; and j) displaying the 3D reconstructed point to result in a reconstructed 3D structure.