Complete 3D CT data acquisition using practical scanning paths on the surface of a sphere

Claim 2

A scanning and data acquisition method for three-dimensional computerized tomography (CT) imaging of a field of view containing at least a portion of an object, the method comprising the steps of: applying imaging energy from a source to said portion of said object; moving the source relative to the object in a nonplanar scanning trajectory located on the surface of a three-dimensional geometrically defined spherical shape, said portion of the object to be imaged being substantially centered within said spherical shape; said shape being bounded between an inner sphere of radius r-L and an outer sphere of radius r+L, where r is a radius of an intermediate sphere between the inner and outer spheres, L is a positive constant which is no more than 10% of r, the inner, intermediate, and outer spheres are all concentric and centered at point C, and where orthogonal x, y, and z axes have their origin at point C and any point on the trajectory has an angle Θ within an xy plane relative to the x axis and an angle φ representing the azimuthal angle between the point on the trajectory and the z axis, and wherein φ is limited to no more than 170° and no less than 10°; acquiring data by using an area detector to detect imaging energy which is passed through said portion of the object; and displaying a CT image based on the acquire data.

Claim 3

The method of claim 1 wherein L is less than 5% of r.

Claim 4

The method of claim 2 wherein L is less than 1% of r.

Claim 5

The method of claim 1 wherein the trajectory is located completely on the intermediate sphere such that any point on the trajectory is a distance of r from the point C.

Claim 6

The method of claim 4 wherein the trajectory is a two cycle sinusoid on the intermediate sphere.

Claim 7

The method of claim 5 wherein the two cycle sinusoid is centered about the xy plane.

Claim 8

The method of claim 4 wherein the trajectory is a two cycle square wave on the intermediate sphere.

Claim 9

The method of claim 7 wherein the two cycle square wave is centered about the xy plane.

Claim 10

The method of claim 4 wherein the trajectory is a circle combined with a tilt arc defining an arc plane.

Claim 11

The method of claim 9 wherein the arc plane is perpendicular to a plane in which the circle is disposed.

Claim 12

The method of claim 4 wherein the trajectory is two parallel circles connected to by arcs.

Claim 13

The method of claim 1 wherein the trajectory is a plurality of lines disposed on planar tiles disposed between the inner and outer spheres, each planar tile extending over a range of no more than 5° relative to Θ and a range of no more than 5° relative to Θ.

Claim 14

The method of claim 1 wherein φ is no more than 160° and no less than 20°.

Claim 15

The method of claim 13 wherein φ is no more than 150° and no less than 30°.

Claim 16

The three-dimensional computerized tomography (CT) system comprising: a source of imaging energy for applying imaging energy to at least a portion of an object to be imaged; a two-dimensional area detector positioned to receive imaging energy from the source; a scanning means causing relative motion of the source and the object such that the source moves along a scanning trajectory relative to the object: trajectory defining means operatively connected to the scanning means to cause said scanning means to provide a trajectory located on the surface of a three-dimensional geometrically defined spherical shape, said portion of the object to be imaged being substantially centered within said spherical shape, said shape being bounded between an inner sphere of radius r-L and an outer sphere of radius r+L, where r is a radius of an intermediate sphere between the inner and outer spheres, L is a positive constant which is no more than 10% of r, the inner, intermediate, and outer spheres are all concentric and centered at point C, and wherein orthogonal x, y, and z axes have their origin at point C and any point on the trajectory has an angle Θ within an xy plane relative to the x axis and an angle φ representing the azimuthal angle between the point on the trajectory and the x axis, and wherein φ is limited to no more than 170° and no less than 10°; and a display operatively connected to said area detector for displaying a CT image based on imaging energy received by said area detector.

Claim 17

The three-dimensional computerized tomography (CT) system comprising: a source of imaging energy for applying imaging energy to at least a portion of an object to be imaged; a two-dimensional area detector positioned to receive imaging energy from the source; a scanning means causing relative motion of the source and the object such that the source moves along a scanning trajectory relative to the object: trajectory defining means operatively connected to the scanning means to cause said scanning means to provide a trajectory located on the surface of a three-dimensional geometrically defined spherical shape, said portion of the object to be imaged being substantially centered within said spherical shape, said shape being bounded between an inner sphere of radius r-L and an outer sphere of radius r+L, where r is a radius of an intermediate sphere between the inner and outer spheres, L is a positive constant which is no more than 10% of r, the inner, intermediate, and outer spheres are all concentric and centered at point C, and wherein orthogonal x, y, and z axes have their origin at point C and any point on the trajectory has an angle Θ within an xy plane relative to the x axis and an angle φ representing the azimuthal angle between the point on the trajectory and the x axis, and wherein φ is limited to no more than 170° and no less than 10°; and a display operatively connected to said area detector for displaying a CT image based on imaging energy received by said area detector.

Claim 18

The system of claim 15 wherein the trajectory is located completely on the intermediate sphere such that any point on the trajectory is a distance of r from the point C.

Claim 19

The system of claim 15 wherein the trajectory is a two cycle sinusoid on the intermediate sphere.

Claim 20

The system of claim 15 wherein the trajectory is a two cycle square wave on the intermediate sphere.

Claim 21

The system of claim 15 wherein the trajectory is a circle combined with a tilt arc defining an arc plane.

Claim 22

The system of claim 15 wherein the trajectory is two parallel circles connected by two arcs.