Gibbs-Ringing Artifact Removal Based on Local Subvoxel-Shifts

被引:1015
作者
Kellner, Elias [1 ]
Dhital, Bibek [1 ,2 ,3 ]
Kiselev, Valerij G. [1 ]
Reisert, Marco [1 ]
机构
[1] Univ Med Ctr Freiburg, Dept Radiol, Med Phys, Breisacher Str 60a, D-79115 Freiburg, Germany
[2] German Canc Consortium DKTK, Heidelberg, Germany
[3] German Canc Res Ctr, Heidelberg, Germany
关键词
Gibbs-ringing; ringing-artifact; truncation-artifact; DATA EXTRAPOLATION; REDUCE;
D O I
10.1002/mrm.26054
中图分类号
R8 [特种医学]; R445 [影像诊断学];
学科分类号
100231 [临床病理学]; 100902 [航空航天医学];
摘要
Purpose: To develop a fast and stable method for correcting the gibbs-ringing artifact. Methods: Gibbs-ringing is a well-known artifact which manifests itself as spurious oscillations in the vicinity of sharp image gradients at tissue boundaries. The origin can be seen in the truncation of k-space during MRI data-acquisition. Correction techniques like Gegenbauer reconstruction or extrapolation methods aim at recovering these missing data. Here, we present a simple and robust method which exploits a different view on the Gibbs-phenomenon: The truncation in k-space can be interpreted as a convolution of the underlying image with a sinc-function. As the image is reconstructed on a discretized grid, the severity of the ringing artifacts depends on how this grid is located with respect to the edge and the oscillation pattern of the function. We propose to reinterpolate the image based on local, subvoxel-shifts to sample the ringing pattern at the zero-crossings of the oscillating sinc-function. Results: With the proposed method, the artifact can simply, effectively, and robustly be removed with a minimal amount of image smoothing. Conclusions: The robustness of the method suggests it as a suitable candidate for an implementation in the standard image processing pipeline in clinical routine. (C) 2015 International Society for Magnetic Resonance in Medicine
引用
收藏
页码:1574 / 1581
页数:8
相关论文
共 12 条
[1]
MODIFIED ITERATIVE MODEL BASED ON DATA EXTRAPOLATION METHOD TO REDUCE GIBBS RINGING [J].
AMARTUR, S ;
HAACKE, EM .
JMRI-JOURNAL OF MAGNETIC RESONANCE IMAGING, 1991, 1 (03) :307-317
[2]
A method to reduce the Gibbs ringing artifact in MRI scans while keeping tissue boundary integrity [J].
Archibald, R ;
Gelb, A .
IEEE TRANSACTIONS ON MEDICAL IMAGING, 2002, 21 (04) :305-319
[3]
Suppression of MRI Truncation Artifacts Using Total Variation Constrained Data Extrapolation [J].
Block, Kai Tobias ;
Uecker, Martin ;
Frahm, Jens .
INTERNATIONAL JOURNAL OF BIOMEDICAL IMAGING, 2008, 2008 (01)
[4]
Trouble with Gegenbauer reconstruction for defeating Gibbs' phenomenon: Runge phenomenon in the diagonal limit of Gegenbauer polynomial approximations [J].
Boyd, JP .
JOURNAL OF COMPUTATIONAL PHYSICS, 2005, 204 (01) :253-264
[5]
DATA EXTRAPOLATION FOR TRUNCATION ARTIFACT REMOVAL [J].
CONSTABLE, RT ;
HENKELMAN, RM .
MAGNETIC RESONANCE IN MEDICINE, 1991, 17 (01) :108-118
[6]
Feng Q, 2006, J IMAGE GRAPH, V8, P013
[7]
On the Gibbs phenomenon and its resolution [J].
Gottlieb, D ;
Shu, CW .
SIAM REVIEW, 1997, 39 (04) :644-668
[8]
ON THE GIBBS PHENOMENON .1. RECOVERING EXPONENTIAL ACCURACY FROM THE FOURIER PARTIAL SUM OF A NONPERIODIC ANALYTIC-FUNCTION [J].
GOTTLIEB, D ;
SHU, CW ;
SOLOMONOFF, A ;
VANDEVEN, H .
JOURNAL OF COMPUTATIONAL AND APPLIED MATHEMATICS, 1992, 43 (1-2) :81-98
[9]
Jerri AbdulJ., 2000, J. Comput. Anal. Appl., V2, P111, DOI [10.1023/A:1010146500493, DOI 10.1023/A:1010146500493]
[10]
The effect of Gibbs ringing artifacts on measures derived from diffusion MRI [J].
Perrone, Daniele ;
Aelterman, Jan ;
Pizurica, Aleksandra ;
Jeurissen, Ben ;
Philips, Wilfried ;
Leemans, Alexander .
NEUROIMAGE, 2015, 120 :441-455