Evaluation of a 3D object registration method for analysis of humeral kinematics

被引:6
作者
Bobrowitsch, Evgenij
Imhauser, Carl
Graichen, Heiko
Duerselen, Lutz
机构
[1] Univ Ulm, Inst Orthopaed Res & Biomech, D-89081 Ulm, Germany
[2] Univ Frankfurt, Dept Orthopaed, D-6000 Frankfurt, Germany
[3] Asklepios, Orthopaed Clin Lindenlohe, Schwandorf, Germany
关键词
registration; coordinate system determination; three dimensional; long bone; humerus; kinematics; eigenvalues; error analysis; MOTION; SHOULDER; JOINTS; MARKERS; BONES; WRIST; FOOT; MRI;
D O I
10.1016/j.jbiomech.2006.02.016
中图分类号
Q6 [生物物理学];
学科分类号
071011 [生物物理学];
摘要
In 3D image-based studies of joint kinematics, 3D registration methods should be automatic, insensitive to segmentation inconsistencies and use coordinate systems that have clinically relevant orientations and locations because this is important for analyzing rotation angles and translation directions. We developed and evaluated a registration method, which is based on the cylindrical geometry of the humerus shaft and an analysis of the inertia moments of the humerus head, in order to consistently and automatically orient the humerus coordinate system according to its anatomy. Registration techniques must be thoroughly evaluated. In this study we used a well-detectable marker as reference, from which coordinate system determination errors of a 3D object could be measured. This allowed us to quantify by means of unique error analysis the translational and rotational errors in terms of how much and about/along which humeral axis errors occurred. The evaluation experiments were performed using virtual rotations of 3D humeral binary image, a humerus model and a 3D image of a volunteer's shoulder. They indicated that the humeral coordinate system determination errors primarily originated from segmentation inconsistencies, which influenced mostly the humeral transverse axes orientation. The error analysis revealed that the developed registration method reduced the effect of manual segmentation inconsistencies on the orientation of the humeral transverse axes up to 37%, in comparison to the commonly used inertia registration. (c) 2006 Elsevier Ltd. All rights reserved.
引用
收藏
页码:511 / 518
页数:8
相关论文
共 15 条
[1]
BELSOLE RJ, 1991, J HAND SURG-AM, V16A, P82
[2]
A METHOD FOR REGISTRATION OF 3-D SHAPES [J].
BESL, PJ ;
MCKAY, ND .
IEEE TRANSACTIONS ON PATTERN ANALYSIS AND MACHINE INTELLIGENCE, 1992, 14 (02) :239-256
[3]
Crisco JJ, 1998, J BIOMECH, V31, P97, DOI 10.1016/S0021-9290(97)00108-5
[4]
Glenohumeral translation during active and passive elevation of the shoulder - a 3D open-MRI study [J].
Graichen, H ;
Stammberger, T ;
Bonel, H ;
Englmeier, KH ;
Reiser, M ;
Eckstein, F .
JOURNAL OF BIOMECHANICS, 2000, 33 (05) :609-613
[5]
Three-dimensional in vivo motion of adult hind foot bones [J].
Mattingly, B ;
Talwalkar, V ;
Tylkowski, C ;
Stevens, DB ;
Hardy, PA ;
Pienkowski, D .
JOURNAL OF BIOMECHANICS, 2006, 39 (04) :726-733
[6]
Kinematic accuracy of three surface registration methods in a three-dimensional wrist bone study [J].
Neu, CP ;
McGovern, RD ;
Crisco, JJ .
JOURNAL OF BIOMECHANICAL ENGINEERING-TRANSACTIONS OF THE ASME, 2000, 122 (05) :528-533
[7]
A three-dimensional MRI analysis of knee kinematics [J].
Patel, VV ;
Hall, K ;
Ries, M ;
Lotz, J ;
Ozhinsky, E ;
Lindsey, C ;
Lu, Y ;
Majumdar, S .
JOURNAL OF ORTHOPAEDIC RESEARCH, 2004, 22 (02) :283-292
[8]
A new in vivo technique for three-dimensional shoulder kinematics analysis [J].
Rhoad, RC ;
Klimkiewicz, JJ ;
Williams, GR ;
Kesmodel, SB ;
Udupa, JK ;
Kneeland, JB ;
Iannotti, JP .
SKELETAL RADIOLOGY, 1998, 27 (02) :92-97
[9]
Iso-shaping rigid bodies for estimating their motion from image sequences [J].
Saha, PK ;
Udupa, JK ;
Falcao, AX ;
Hirsch, BE ;
Siegler, S .
IEEE TRANSACTIONS ON MEDICAL IMAGING, 2004, 23 (01) :63-72
[10]
Quantitative in vivo analysis of the kinematics of carpal bones from three-dimensional CT images using a deformable surface model and a three-dimensional matching technique [J].
Snel, JG ;
Venema, HW ;
Moojen, TM ;
Ritt, MJPF ;
Grimbergen, CA ;
den Heeten, GJ .
MEDICAL PHYSICS, 2000, 27 (09) :2037-2047