Literature DB >> 16827485

Use of three-dimensional Gaussian interpolation in the projector/backprojector pair of iterative reconstruction for compensation of known rigid-body motion in SPECT.

Bing Feng1, Howard C Gifford, Richard D Beach, Guido Boening, Michael A Gennert, Michael A King.   

Abstract

Due to the extended imaging times employed in single photon emission computed tomography (SPECT) and positron emission tomography (PET), patient motion during imaging is a common clinical occurrence. The fast and accurate correction of the three-dimensional (3-D) translational and rotational patient motion in iterative reconstruction is thus necessary to address this important cause of artifacts. We propose a method of incorporating 3-D Gaussian interpolation in the projector/backprojector pair to facilitate compensation for rigid-body motion in addition to attenuation and distance-dependent blurring. The method works as the interpolation step for moving the current emission voxel estimates and attenuation maps in the global coordinate system to the new patient location in the rotating coordinate system when calculating the expected projection. It also is employed for moving back the backprojection of the ratio of the measured projection to the expected projection and backprojection of the unit value (sensitivity factor) to the original location. MCAT simulations with known six-degree-of-freedom (6DOF) motion were employed to evaluate the accuracy of our method of motion compensation. We also tested the method with acquisitions of the data spectrum anthropomorphic phantom where motion during SPECT acquisition was measured using the Polaris IR motion tracking system. No motion artifacts were seen on the reconstructions with the motion compensation.

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Year:  2006        PMID: 16827485      PMCID: PMC2581802          DOI: 10.1109/tmi.2006.871397

Source DB:  PubMed          Journal:  IEEE Trans Med Imaging        ISSN: 0278-0062            Impact factor:   10.048


  17 in total

1.  A mathematical model of motion of the heart for use in generating source and attenuation maps for simulating emission imaging.

Authors:  P H Pretorius; M A King; B M Tsui; K J LaCroix; W Xia
Journal:  Med Phys       Date:  1999-11       Impact factor: 4.071

2.  Maximum likelihood SPECT in clinical computation times using mesh-connected parallel computers.

Authors:  A W McCarthy; M I Miller
Journal:  IEEE Trans Med Imaging       Date:  1991       Impact factor: 10.048

3.  Estimation of the Rigid-Body Motion from Three-Dimensional Images Using a Generalized Center-of-Mass Points Approach.

Authors:  B Feng; P P Bruyant; P H Pretorius; R D Beach; H C Gifford; J Dey; M Gennert; M A King
Journal:  IEEE Trans Nucl Sci       Date:  2006-10       Impact factor: 1.679

4.  Use of forward projection to correct patient motion during SPECT imaging.

Authors:  K J Lee; D C Barber
Journal:  Phys Med Biol       Date:  1998-01       Impact factor: 3.609

5.  An optimal rotator for iterative reconstruction.

Authors:  J W Wallis; T R Miller
Journal:  IEEE Trans Med Imaging       Date:  1997-02       Impact factor: 10.048

6.  Effect of patient motion on tomographic myocardial perfusion imaging.

Authors:  J A Cooper; P H Neumann; B K McCandless
Journal:  J Nucl Med       Date:  1992-08       Impact factor: 10.057

7.  Use of 3D reconstruction to correct for patient motion in SPECT.

Authors:  R R Fulton; B F Hutton; M Braun; B Ardekani; R Larkin
Journal:  Phys Med Biol       Date:  1994-03       Impact factor: 3.609

8.  A Robust Visual Tracking System for Patient Motion Detection in SPECT: Hardware Solutions.

Authors:  Philippe P Bruyant; Michael A Gennert; Glen C Speckert; Richard D Beach; Joel D Morgenstern; Neeru Kumar; Suman Nadella; Michael A King
Journal:  IEEE Trans Nucl Sci       Date:  2005-10       Impact factor: 1.679

9.  Practical aspects of a data-driven motion correction approach for brain SPECT.

Authors:  Andre Z Kyme; Brian F Hutton; Rochelle L Hatton; David W Skerrett; Leighton R Barnden
Journal:  IEEE Trans Med Imaging       Date:  2003-06       Impact factor: 10.048

10.  Quantitative analysis of the tomographic thallium-201 myocardial bullseye display: critical role of correcting for patient motion.

Authors:  R Eisner; A Churchwell; T Noever; D Nowak; K Cloninger; D Dunn; W Carlson; J Oates; J Jones; D Morris
Journal:  J Nucl Med       Date:  1988-01       Impact factor: 10.057

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  14 in total

1.  Estimation of Rigid-Body and Respiratory Motion of the Heart From Marker-Tracking Data for SPECT Motion Correction.

Authors:  Joyeeta Mitra Mukherjee; Joseph E McNamara; Karen L Johnson; Joyoni Dey; Michael A King
Journal:  IEEE Trans Nucl Sci       Date:  2009-02       Impact factor: 1.679

2.  Estimation of the Rigid-Body Motion from Three-Dimensional Images Using a Generalized Center-of-Mass Points Approach.

Authors:  B Feng; P P Bruyant; P H Pretorius; R D Beach; H C Gifford; J Dey; M Gennert; M A King
Journal:  IEEE Trans Nucl Sci       Date:  2006-10       Impact factor: 1.679

3.  Use of MRI to assess the prediction of heart motion with gross body motion in myocardial perfusion imaging by stereotracking of markers on the body surface.

Authors:  Michael A King; Joyoni Dey; Karen Johnson; Paul Dasari; Joyeeta M Mukherjee; Joseph E McNamara; Arda Konik; Cliff Lindsay; Shaokuan Zheng; Dennis Coughlin
Journal:  Med Phys       Date:  2013-11       Impact factor: 4.071

4.  A method to synchronize signals from multiple patient monitoring devices through a single input channel for inclusion in list-mode acquisitions.

Authors:  J Michael O'Connor; P Hendrik Pretorius; Karen Johnson; Michael A King
Journal:  Med Phys       Date:  2013-12       Impact factor: 4.071

5.  Evaluation of Rigid-Body Motion Compensation in Cardiac Perfusion SPECT Employing Polar-Map Quantification.

Authors:  P Hendrik Pretorius; Karen L Johnson; Michael A King
Journal:  IEEE Trans Nucl Sci       Date:  2016-06-24       Impact factor: 1.679

6.  Body Deformation Correction for SPECT Imaging.

Authors:  Songxiang Gu; Joseph E McNamara; Joyeeta Mitra; Howard C Gifford; Karen Johnson; Michael A Gennert; Michael A King
Journal:  IEEE Trans Nucl Sci       Date:  2007       Impact factor: 1.679

7.  Estimation of 6-Degree-of-Freedom (6-DOF) Rigid-Body Patient Motion From Projection Data by the Principal-Axes Method in Iterative Reconstruction.

Authors:  Bing Feng; Michael A King
Journal:  IEEE Trans Nucl Sci       Date:  2006-11       Impact factor: 1.679

8.  Investigation of the physical effects of respiratory motion compensation in a large population of patients undergoing Tc-99m cardiac perfusion SPECT/CT stress imaging.

Authors:  P Hendrik Pretorius; Karen L Johnson; Seth T Dahlberg; Michael A King
Journal:  J Nucl Cardiol       Date:  2017-04-21       Impact factor: 5.952

9.  Improvement of Performance of Cardiac SPECT Camera Using Curved Detectors With Pinholes.

Authors:  Joyoni Dey
Journal:  IEEE Trans Nucl Sci       Date:  2012-02-10       Impact factor: 1.679

10.  An Assessment of a Low-Cost Visual Tracking System (VTS) to Detect and Compensate for Patient Motion during SPECT.

Authors:  Joseph E McNamara; Philippe Bruyant; Karen Johnson; Bing Feng; Andre Lehovich; Songxiang Gu; Michael A Gennert; Michael A King
Journal:  IEEE Trans Nucl Sci       Date:  2008-06       Impact factor: 1.679

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