Radiographic tomosynthesis image acquisition utilizing asymmetric geometry
First Claim
1. A tomosynthesis system for creating a reconstructed image of an object from a plurality of two-dimensional x-ray projection images, the system comprising:
- an x-ray detector;
an x-ray source capable of emitting x-rays directed at the x-ray detector, wherein the tomosynthesis system utilizes asymmetric image acquisition geometry, where θ
1≠
θ
0, during image acquisition, wherein θ
1 is a sweep angle on one side of a center line of the x-ray detector, and θ
0 is a sweep angle on an opposite side of the center line of the x-ray detector;
wherein the total sweep angle (φ
asym) is;
φ
asym=θ
1+θ
0; and
wherein φ
asym is about 40°
to about 60°
.
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Abstract
Systems and methods that utilize asymmetric geometry to acquire radiographic tomosynthesis images are described. Embodiments comprise tomosynthesis systems and methods for creating a reconstructed image of an object from a plurality of two-dimensional x-ray projection images. These systems comprise: an x-ray detector; and an x-ray source capable of emitting x-rays directed at the x-ray detector; wherein the tomosynthesis system utilizes asymmetric image acquisition geometry, where θ1≠θ0, during image acquisition, wherein θ1 is a sweep angle on one side of a center line of the x-ray detector, and θ0 is a sweep angle on an opposite side of the center line of the x-ray detector, and wherein the total sweep angle, θasym, is θasym=θ1+θ0. Reconstruction algorithms may be utilized to produce reconstructed images of the object from the plurality of two-dimensional x-ray projection images.
145 Citations
20 Claims
-
1. A tomosynthesis system for creating a reconstructed image of an object from a plurality of two-dimensional x-ray projection images, the system comprising:
-
an x-ray detector;
an x-ray source capable of emitting x-rays directed at the x-ray detector, wherein the tomosynthesis system utilizes asymmetric image acquisition geometry, where θ
1≠
θ
0, during image acquisition, wherein θ
1 is a sweep angle on one side of a center line of the x-ray detector, and θ
0 is a sweep angle on an opposite side of the center line of the x-ray detector;
wherein the total sweep angle (φ
asym) is;
φ
asym=θ
1+θ
0; and
wherein φ
asym is about 40°
to about 60°
. - View Dependent Claims (2, 3, 4, 5, 6, 7, 8, 9, 10)
-
-
11. A tomosynthesis method for creating a reconstructed image of an object from a plurality of two-dimensional x-ray projection images, the method comprising:
-
providing an x-ray detector;
providing an x-ray source capable of emitting x-rays directed at the x-ray detector;
utilizing asymmetric image acquisition geometry, where θ
1≠
θ
0, during image acquisition, wherein θ
1 is a sweep angle on one side of a center line of the x-ray detector, and θ
0 is a sweep angle on an opposite side of the center line of the x-ray detector;
wherein the total sweet, angle (φ
asym) is φ
asym=θ
1+θ
0; and
wherein φ
asym is about 40°
to about 60°
. - View Dependent Claims (12, 13, 14, 15, 16, 17, 18, 19, 20)
-
Specification