| Literature DB >> 23071963 |
Young-June Huh1, Bo-Ram Choi, Kyung-Hoe Huh, Won-Jin Yi, Min-Suk Heo, Sam-Sun Lee, Soon-Chul Choi.
Abstract
PURPOSE: An individual surgical stent fabricated from computed tomography (CT) data, called a CT-guided stent, would be useful for accurate installation of implants. The purpose of the present study was to introduce a newly developed CT-guided stent with a simple design and evaluate the accuracy of the stent placement.Entities:
Keywords: Computer-Assisted Diagnosis; Dental Implant; In Vitro; Tomography, X-Ray Computed
Year: 2012 PMID: 23071963 PMCID: PMC3465755 DOI: 10.5624/isd.2012.42.3.139
Source DB: PubMed Journal: Imaging Sci Dent ISSN: 2233-7822
Fig. 1Plastic plate for determination of a reference plane. For radiographic recognition, 4 metal balls (2 mm in diameter) are inserted in each of the 4 corners of the plate 2 mm away from the edge of the plate.
Fig. 2Implant planning procedure using V-Implant software.
Fig. 3The reference XOY-plane determined on the plastic plate to calculate the relative position and angulation of the virtual implant.
Fig. 4These illustrations show the procedure for the determination of the position and angle of the virtual implant. The insertion point P (x, y) is determined by the crossing point between the axis of the virtual implant and the XOY-plane, and ∠X (Xθ) and ∠Y (Yθ) are defined as the degree from the X- and Y-axis, respectively.
Fig. 5At the insertion points P (x, y), ∠X(Xθ) and ∠Y(Yθ) are calculated automatically by the software.
Fig. 6A. The specially designed 5-axis drill machine. B. By moving and rotating the table of the machine, a guide hole is made reflecting the determined implant axis.
Fig. 7A. The guide hole is shown as the black cylindrical area on the CT image. The virtual implant is placed into the guide hole on the software. B. After confirming the virtually positioned implants to be placed exactly into the guide hole, the position and the angulation of the central axis of the implant are calculated.
Discrepancy of the insertion point in the X and Y coordinates and the angle for each group
ΔX and ΔY represent the discrepancy of the entry point in the X and Y coordinates, respectively. ΔXθ and ΔYθ represent the discrepancy of the angle according to the X-axis and Y-axis, respectively. P: perpendicular, B: buccal, L: lingual, M: mesial, D: distal