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. 2014;43(7):20140024.
doi: 10.1259/dmfr.20140024. Epub 2014 Jul 16.

Comparison of linear measurements between CBCT orthogonally synthesized cephalograms and conventional cephalograms

Affiliations

Comparison of linear measurements between CBCT orthogonally synthesized cephalograms and conventional cephalograms

S Yang et al. Dentomaxillofac Radiol. 2014.

Abstract

Objectives: The purposes of the study are to investigate the consistency of linear measurements between CBCT orthogonally synthesized cephalograms and conventional cephalograms and to evaluate the influence of different magnifications on these comparisons based on a simulation algorithm.

Methods: Conventional cephalograms and CBCT scans were taken on 12 dry skulls with spherical metal markers. Orthogonally synthesized cephalograms were created from CBCT data. Linear parameters on both cephalograms were measured via Photoshop CS v. 5.0 (Adobe(®) Systems, San Jose, CA), named measurement group (MG). Bland-Altman analysis was utilized to assess the agreement of two imaging modalities. Reproducibility was investigated using paired t-test. By a specific mathematical programme "cepha", corresponding linear parameters [mandibular corpus length (Go-Me), mandibular ramus length (Co-Go), posterior facial height (Go-S)] on these two types of cephalograms were calculated, named simulation group (SG). Bland-Altman analysis was used to assess the agreement between MG and SG. Simulated linear measurements with varying magnifications were generated based on "cepha" as well. Bland-Altman analysis was used to assess the agreement of simulated measurements between two modalities.

Results: Bland-Altman analysis suggested the agreement between measurements on conventional cephalograms and orthogonally synthesized cephalograms, with a mean bias of 0.47 mm. Comparison between MG and SG showed that the difference did not reach clinical significance. The consistency between simulated measurements of both modalities with four different magnifications was demonstrated.

Conclusions: Normative data of conventional cephalograms could be used for CBCT orthogonally synthesized cephalograms during this transitional period.

Keywords: Cone beam computed tomography; measurement; orthodontics.

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Figures

Figure 1
Figure 1
Measurements on the conventional cephalometric radiograph via Photoshop CS (Adobe® Systems, San Jose, CA).
Figure 2
Figure 2
Landmark identification on the axial, coronal and sagittal slices in Mimics® (Materialize Co., Leven, Belgium). A, anterior; B, bottom; L, left; P, posterior; R, right; T, top.
Figure 3
Figure 3
Illustration of algorithm applied on gonion left–menton (GoL-Me) on the conventional cephalogram.
Figure 4
Figure 4
Illustration of algorithm applied on condyle left–gonion left (CoL-GoL) on the conventional cephalogram.
Figure 5
Figure 5
Illustration of algorithm applied on gonion left–menton (GoL-Me) and condyle left–gonion left (CoL-GoL) on the orthogonally synthesized cephalogram.
Figure 6
Figure 6
Bland–Altman analysis between measurements on conventional cephalograms and orthogonally synthesized cephalograms. A, a point; ANS, anterior nasal spine; Co, condyle; Gn, gnathion; Go, gonion; Me, menton; N, nasion; S, sella; SD, standard deviation.
Figure 7
Figure 7
Bland–Altman analysis between measurement group (MG) and simulation group (SG) of conventional cephalograms. Co, condyle; Go, gonion; S, sella; SD, standard deviation.
Figure 8
Figure 8
Bland–Altman analysis between measurement group (MG) and simulation group (SG) of orthogonally synthesized cephalograms. Co, condyle; Go, gonion; S, sella; SD, standard deviation.
Figure 9
Figure 9
Illustration of distortion or enlargement of Type 1 on both cephalograms.
Figure 10
Figure 10
Illustration of distortion or enlargement of Type 2 on both cephalograms.
Figure 11
Figure 11
Illustration of distortion or enlargement of Type 3 on both cephalograms.

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