Towards the Development of Low Cost Calibration Apparatus for 3D Reconstruction of Spine
Three-dimensional reconstruction of the human spine is very much essential in diagnosis, planning of surgery and treatment of several spinal deformities. This can be achieved using stereo-radiographic methods. Calibration of a stereo-radiographic setup is a necessary step in this process. It provides metric information from 2D images. Many calibration methods that are available in literature result in cumbersome calibration objects. Hence difficult to use in the clinical valuation of spinal deformities. 3-D reconstruction without calibration or with small calibration objects is considered to be unreliable. It also results in large reconstruction errors. A review of different calibration techniques is performed and compared. The best suitable technique is proposed which gives least reconstruction error and produces minimum undesirable objects in radiographs.
H. Labelle, J. Dansereau, C. Bellefleur, et al. Three-dimensional Effect of the Boston Brace on the Thoracic Spine and Rib Cage, Spine Jan. 1996; 21: 59–64p.
Sawatzky B.J., Tredwell S.J., Jang S.B., et al. Effects of Three-dimensional Assessment on Surgical Correction and Hook Strategies in Multi-hook Instrumentation for Adolescent Idiopathic Scoliosis, Spine 1998; 23(2): 201–205p.
I. Villemure, C. E. Aubin, G. Grimard, et al. Progression of Vertebral and Spinal Three-dimensional Deformities in Adolescent Idiopathic Scoliosis: A Longitudinal Study, Spine Oct. 2001; 26: 2244–2250p.
Skalli W., Robin S., Lavaste F., et al. A biomechanical Analysis of Short Segment Spinal Fixation using a Three-dimensional Geometric and Mechanical Model, Spine 1993; 18(5): 536–545p.
Pomero V, Mitton D, Laporte S, et al. Fast Accurate Stereoradiographic 3D-reconstruction of the Spine using a Combined Geometric and Statistic Model, Clin Biomech 2004; 19: 240–247p.
Mitton D, Deschˆenes S, Laporte S, et al. 3D Reconstruction of the Pelvis from Bi-planar Radiography, Comput Meth Biomech Biomed Eng 2006; 9: 1–5p.
Laporte S, Skalli W, de Guise J, et al. A Biplanar Reconstruction Method based on 2D and 3D Contours: Application to the Distal Femur, Comput Meth Biomech Biomed Eng 2003; 6: 1–6p.
Baudoin A, Skalli W, Mitton D, Parametric Subject-specific Model for in vivo 3D Reconstruction using Bi-planar X-rays: Application to the Upper Femoral Extremity, Comput Assist Radiol Surg 2007; 2: S112–S114.
Andre B., Dansereau J., Labelle H., Optimized Vertical Stereo base Radiographic Setup for the Clinical Three-dimensional Reconstruction of the Human Spine, J Biomech 1994; 27: 1023–1035p.
Kadoury, Cheriet, Laporte, et al. A Versatile 3D Reconstruction System of the Spine and Pelvis for Clinical Assessment of Spinal Deformities, Med Biol Eng Comput 2007; 45: 591–602p.
F Cheriet, J Meunier, Self-calibration of a Biplane X-ray Imaging System for an Optimal Three Dimensional Reconstruction, Comput Med Imag Grap 1999; 23(3): 133–141p.
Cheriet, Delorme, Dansereau, et al. Intraoperative 3D Reconstruction of the Scoliotic Spine from Radiographs, Annales de Chirurgie 1999; 53: 808–815p.
Cheriet, Dansereau, Petit, et al. Towards the Self-calibration of a Multiview Radiographic Imaging System for the 3D Reconstruction of the Human Spine and Rib Cage, Int J Patt Recogn Artifi Intell 1999; 13: 761–779p.
Kadoury, Cheriet, Dansereau, et al. Three-dimensional Reconstruction of the Scoliotic Spine and Pelvis from Uncalibrated Biplanar X-ray Images, J Spinal Disord Techniq 2007; 20: 160–167p.
Kadoury S., Cheriet F., Labelle H., Self-Calibration of Biplanar Radiographic Images Through Geometric Spine Shape Descriptors, Biomed Eng IEEE T July 2010; 57(7): 1663,1675p.
Trochu. F, A Contouring Program based on Dual Kiging Interpolation, Eng Comp 1993; 9: 160–177p.
B. André, J. Dansereau, Allard, Calibration Object Measurements and Three-dimensional Reconstruction Accuracy of the DLT Algorithm, Proc. 14th Annual Meeting American Society Biomechanics, 1990, 89–90p.
B. Andre, J. Dansereau, H. Labelle, Effect of Radiography Landmark Identification Errors on the Accuracy of Three-dimensional Reconstruction of the Human Spine, Medial Biol Eng Comput 1992; 30: 569–575p.
Wood G. A., Marshall R. N., The Accuracy of DLT Extrapolation in Three-dimensional Film Analyis, J Biomech 1986; 19: 781–785p.
Dumas R, Mitton D, Laporte S, et al. Explicit Calibration Method and Specific Device Designed for Stereoradiography, J Biomech 2003; 36(6): 827–834p.
D.Moura, J. Sousa, J. M. Tavares, et al. A Flexible Approach for the Calibration of Biplanar Radiography of the Spine on Conventional Radiological Systems, Comp Model Eng Sci 2010; 60(2): 115–138p.
Cheriet, Laporte, Kadoury, et al. A Novel System for the 3-D Reconstruction of the Human Spine and Rib Cage from Biplanar X-ray Images, IEEE T Biomed Eng 2007; 54: 1356–1358p.
J. Weng, N. Ahuja, T.S. Huang, Optimal Motion and Structure Estimation, IEEE T Patt Anal Mach Intell 1993; 15(9): 864–884p.
M. Panjabi, D. Chang, J. Dvorak, An Analysis of Errors in Kinematic Parameters Associated with in vivo Functional Radiographs, Spine Feb. 1992; 17: 200–205p.
Sampath Kumar, K Prabhakar Nayak, Hareesh K S. Semiautomatic Method for Segmenting Pedicles in Vertebral Radiographs. Proceedings of ICCCS’12, Procedia Technology, Elsevier 2012; 6: 39–48p. DOI: 10.1016/j.protcy.2012.10.006
J. Novosad, F. Cheriet, S. Delorme, et al. Self-calibration of Biplanar Radiographs for a Retrospective Com-parative Study of the 3-D Correction of Adolescent Idiopathic Scoliosis, Stud. Health Technol Inf 2002; 91: 272–275p.
Lepetit V, Fua P, Monocular Model-based 3D Tracking of Rigid Objects: A Survey, Found T Comp Graph Vis 2005; 1(1): 1–89p.
Abdel-Aziz Y, Karara H, Direct Linear Transformation from Comparator Coordinates into Object Space Coordinates in Close-range Photo-grammetry, In Proc. Symposium on Close-Range Photogrammetry, Urbana, Illinois, 1971, 1–18p.
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