Methods and apparatus for helical image artifact reduction

• US 6,421,411 B1
• Filed: 05/10/2001
• Issued: 07/16/2002
• Est. Priority Date: 05/10/2001
• Status: Expired due to Term

• Current Assignee: GE Medical Systems Global Technology Company LLC (GE Healthcare Technologies, Inc.)
• Original Assignee: GE Medical Systems Global Technology Company LLC (GE Healthcare Technologies, Inc.)
• Inventors: Hsieh, Jiang
• Primary Examiner(s): Bruce, David V.
• Assistant Examiner(s): Hobden, Pamela R.
• Application Number:
  US09/853,145
• Time in Patent Office: 432 Days
• Field of Search: 378/4, 378/19, 378/21, 378/901
• US Class Current: 378/4
• CPC Class Codes: A61B 6/027 characterised by the use of a particular data acquisition trajectory, e.g. helical or spiral
• CPC Class Codes: A61B 6/032 Transmission computed tomography [CT]
• CPC Class Codes: Y10S 378/901 Computer tomography program or processor

Abstract

Methods and apparatus are provided for reducing image artifacts from a computed tomography (CT) image generated using a CT system. A plurality of projection views of an object are obtained and a plane of reconstruction including reconstructed images is defined. A smoothing function is applied to the reconstructed images to reduce image artifacts wherein a greater amount of z-smoothing is applied to images located a greater distance from an iso-center.

Claims

1. A method for reconstructing a computed tomography image of an object comprising the steps of:

scanning an object utilizing step-and-shoot mode to acquire a plurality of projection views of the object;

reconstructing an image based on projection data from a particular detector row;

determining a smoothing function based on a cone angle of the detector row and an image pixel distance from an iso-center; and

applying the smoothing function to the reconstructed image.

2. A method in accordance with claim 1 wherein the reconstructed image comprises a 512×

512 pixel array.

3. A method in accordance with claim 1 wherein said step of determining a smoothing function further comprises the step of generating a z-smoothing function.

4. A method in accordance with claim 1 wherein said step of determining a smoothing function further comprises the step of determining at least one of a distance the detector row is located from a center plane and a cone angle for the detector row.

5. A method in accordance with claim 4 wherein said step of generating a z-smoothing function comprises the step of generating z-smoothing weights which increase as distance of the image pixel from the iso-center increases.

6. A method in accordance with claim 5 wherein the z-smoothing weights comprise the following relationship:

$s_{\_}<br><br>\text{\hspace{1em}<br><br>}<br><br>\left(i,j\right)=s_{+}<br><br>\text{\hspace{1em}<br><br>}<br><br>\left(i,j\right)=\{\begin{array}{cc}0,& r<<br><br>r_0\\ \frac{r-r_0}{3<br><br>\text{\hspace{1em}<br><br>}<br><br>\left(r_1-r_0\right)},& r_0\le <br><br>r<<br><br>r_1\\ 1/3,& r\ge <br><br>r_1,\end{array}$ 

s₀(i,j)=1−

s₋

(i,j)−

s₊(i,j),

where r ={square root over ((i−

i₀+L )²+L +(j−

j₀+L )²+L )}, and i₀ and j₀ are iso-center locations in an image.

7. A method in accordance with claim 3 wherein said step of applying a smoothing function to the reconstructed image further comprises the step of applying a z-smoothing function to a plurality of pixels in the reconstructed image.

8. A method in accordance with claim 7 wherein said step of applying a z-smoothing function to a plurality of pixels further comprises the step of applying an increased amount of smoothing to image pixels located farther away from an iso-center.

10. A method in accordance with claim 7 wherein the reconstructed image comprises a 512×

512 pixel array.

9. A method for reconstructing a computed tomography image of an object comprising the steps of:

scanning an object utilizing helical mode to acquire a plurality of projection views of the object;

reconstructing an image based on projection data from a plurality of detector rows;

determining a z-smoothing function based on at least one of a helical pitch, an image pixel distance from an iso-center, a number of detector rows, a reconstruction algorithm, and a slice thickness for the particular detector row; and

applying the z-smoothing function to the pixels within the reconstructed image, the amount of smoothing applied to an individual image pixel in the reconstructed image based on a location of the pixel from the iso-center.

11. A method in accordance with claim 9 wherein said step of determining a z-smoothing function further comprises the step of determining a distance the particular detector row is located from a center plane.

12. A method in accordance with claim 9 wherein said step of applying the z-smoothing function comprises the step of determining a location of an image pixel within a reconstructed image.

13. A method in accordance with claim 12 wherein said step of determining a location of an image pixel further comprises determining a distance from the image pixel to the iso-center.

14. A method in accordance with claim 13 wherein said step of applying a smoothing function further comprises the step of applying an increased amount of smoothing to image pixels located farther away from the iso-center.

15. An imaging system comprising a computer, a gantry having a detector array, an x-ray source for radiating an x-ray beam along an imaging plane toward a detector array including a plurality of detector cells, the computer coupled to the x-ray source and the gantry, said imaging system configured to:

scan an object utilizing step-and-shoot mode to acquire a plurality of projection views of the object;

reconstruct an image based on projection data from a particular detector row;

determine a smoothing function based on a cone angle of each detector row and an image pixel distance from an iso-center; and

apply the smoothing function to the reconstructed image.

16. An imaging system in accordance with claim 15 wherein said reconstructed image comprises a 512×

512 pixel array.

17. An imaging system in accordance with claim 15 wherein said imaging system is configured to determine a distance the detector row is located from a center plane and a cone angle for the detector row.

18. An imaging system in accordance with claim 15 wherein said smoothing function comprises a z-smoothing function.

19. An imaging system in accordance with claim 18 wherein said z-smoothing function comprises z-smoothing weights.

20. An imaging system in accordance with claim 19 wherein said z-smoothing weights comprise the following relationship:

$s_{\_}<br><br>\text{\hspace{1em}<br><br>}<br><br>\left(i,j\right)=s_{+}<br><br>\text{\hspace{1em}<br><br>}<br><br>\left(i,j\right)=\{\begin{array}{cc}0,& r<<br><br>r_0\\ \frac{r-r_0}{3<br><br>\text{\hspace{1em}<br><br>}<br><br>\left(r_1-r_0\right)},& r_0\le <br><br>r<<br><br>r_1\\ 1/3,& r\ge <br><br>r_1,\end{array}$ 

s₀(i,j)=1−

s₋

(i,j)−

s₊(i,j),

where r={square root over ((i−

i₀+L )²+L +(j−

j₀+L )²+L )}, and i₀ and j₀ are iso-center locations in an image.

21. An imaging system in accordance with claim 15 wherein said imaging system is configured to apply a z-smoothing function to a plurality of pixels in the reconstructed image.

22. An imaging system in accordance with claim 21 wherein said imaging system is configured to apply an increased amount of smoothing to image pixels located farther away from an iso-center.

23. An imaging system in accordance with claim 15 wherein said imaging system is configured to apply an amount of z-smoothing proportional to a distance the detector row is from a center plane and a cone angle for the detector row.

24. An imaging system in accordance with claim 23 wherein said imaging system is configured to apply more z-smoothing to a detector row based on the distance the detector row is from the iso-center.

25. An imaging system in accordance with claim 15 wherein said imaging system is configured to apply no z-smoothing at the iso-center.

26. An imaging system in accordance with claim 15 wherein said imaging system is configured to apply z-smoothing in a z-axis direction.

27. An imaging system comprising a computer, a gantry having a detector array, an x-ray source for radiating an x-ray beam along an imaging plane toward a detector array including a plurality of detector cells arranged in rows, the computer coupled to the x-ray source and the gantry, said imaging system configured to:

scan an object utilizing helical mode to acquire a plurality of projection views of the object;

reconstruct an image based on acquired projection data;

determine a z-smoothing function based on at least one of a helical pitch, an image pixel distance from an iso-center, a number of detector rows, a reconstruction algorithm, and a slice thickness for each particular detector row; and

apply said z-smoothing function to pixels within the reconstructed image, the amount of smoothing applied to an individual image pixel in the reconstructed image based on a location of the pixel from the iso-center.

28. An imaging system in accordance with claim 27 wherein the reconstructed image comprises a 512×

512 pixel array.

29. An imaging system in accordance with claim 27 wherein said step of determining a z-smoothing function further comprises the step of determining a distance for each particular detector row from a center plane.

30. An imaging system in accordance with claim 27 wherein said imaging system is configured to determine a location of an image pixel within a reconstructed image.

31. An imaging system in accordance with claim 30 wherein said imaging system is configured to determine a distance from the image pixel to the iso-center.

32. An imaging system in accordance with claim 31 wherein said imaging system is configured to apply an increased amount of z-smoothing to image pixels located farther away from the iso-center.

33. An imaging system in accordance with claim 27 wherein said imaging system is configured to apply no z-smoothing at the iso-center.

34. A processor programmed to reduce image artifacts in a computed tomography system, said processor configured to:

scan an object to acquire a plurality of projection views of an object;

define a measurement plane;

define a plane of reconstruction perpendicular to a patient axis that intersects the measurement plane at an iso-center;

reconstruct an image from the plurality of projection views;

determine an image pixel distance to the iso-center and a cone angle of detector rows; and

apply a z-smoothing weights, based upon the image pixel distance from the iso-center, to at least one detector channel in a z-axis direction to reduce image artifact.

35. A processor in accordance with claim 34 wherein said measurement plane is parallel to said plane of reconstruction.

36. A processor in accordance with claim 34 further configured to apply an amount of z-smoothing proportional to a distance of image pixels from the iso-center.

37. A processor in accordance with claim 36 further configured to apply a larger amount of z-smoothing as a distance of image pixels from the iso-center increases.

38. A computer-readable medium in an imaging system, said computer-readable medium comprising:

a function to acquire projection data for a plurality of detector rows;

a function to reconstruct images from the projection data;

a function to determine a cone angle for each detector row and an image pixel distance to an iso-center; and

a function for applying a z-smoothing function, based upon the image pixel distance from the iso-center, to the reconstructed images to reduce image artifact.

39. A computer-readable medium in accordance with claim 38 wherein images are reconstructed from projection data corresponding to a particular detector row.

40. A computer-readable medium in accordance with claim 38 wherein the images are reconstructed from projection data corresponding to a plurality of detector rows.

41. A computer-readable medium in accordance with claim 38 wherein the amount of z-smoothing applied to the reconstructed images is in proportion to the distance the corresponding detector row is from a center plane and the cone angle for the detector row.

42. A computer-readable medium in accordance with claim 41 wherein the amount of z-smoothing is increased as image pixel distance from the iso-center increases.