Abstract
Purpose
This study aims to investigate if 2D analysis method is applicable to analysis of CBCT by comparing measuring points of CBCT with those of Adjusted 2D Lateral Cephalogram (Adj-Ceph) with magnification adjusted to 100% and finding out at which landmarks the difference in position appear.
Materials and methods
CBCT data and Adj-Ceph (100% magnification) data from 50 adult patients have been extracted as research objects, and the horizontal (Y axis) and vertical (Z axis) coordinates of landmarks were compared. Landmarks have been categorized into 4 groups by the position and whether they are bilaterally overlapped. Paired t-test was used to compare differences between Adj-Ceph and CBCT.
Results
Significant difference was found at 11 landmarks including Group B (S, Ar, Ba, PNS), Group C (Po, Or, Hinge axis, Go) and Group D (U1RP, U6CP, L6CP) in the horizontal (Y) axis while all the landmarks in vertical (Z) axis showed significant difference (P<.05). As a result of landmark difference analysis, a meaningful difference with more than 1 mm at 13 landmarks were indentifed in the horizontal axis. In the vertical axis, significant difference over 1 mm was detected from every landmark except Sella.
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Table 1.
Table 2.
Landmark | Adj-Ceph (N = 50) Mean ± SD (mm) | CBCT (N = 50) Mean ± SD (mm) | Mean ± SD of the difference between Adj-Ceph and CBCT (mm) | P value | |
---|---|---|---|---|---|
Group A | ANS | -3.48 ± 4.50 | -4.26 ± 2.88 | 0.78 ± 3.21 | .094 |
A | -0.12 ± 4.10 | -0.89 ± 2.93 | 0.77 ± 2.56 | .039∗ | |
B | 1.95 ± 9.54 | 0.98 ± 8.38 | 0.97 ± 3.91 | .086 | |
Pog | 0.61 ± 10.81 | -0.19 ± 9.30 | 0.80 ± 4.43 | .208 | |
Gn | 3.14 ± 11.13 | 4.09 ± 9.55 | 1.34 ± 4.58 | .044∗ | |
Me | 7.85 ± 10.73 | 6.58 ± 9.27 | 1.27 ± 4.57 | .055 | |
Group B | S | 71.11 ± 4.10 | 65.01 ± 3.54 | 6.10 ± 1.53 | <.001∗∗ |
Ar | 86.79 ± 5.77 | 78.49 ± 5.01 | 8.30 ± 2.83 | <.001∗∗ | |
Ba | 97.10 ± 6.48 | 87.93 ± 5.17 | 9.18 ± 3.19 | <.001∗∗ | |
PNS | 47.85 ± 4.60 | 45.24 ± 3.52 | 2.61 ± 3.10 | <.001∗∗ | |
Po | 97.16 ± 6.03 | 87.00 ± 5.05 | 10.16 ± 3.06 | <.001∗∗ | |
Group C | Or | 12.02 ± 3.07 | 9.22 ± 2.35 | 2.79 ± 2.49 | <.001∗∗ |
Hinge Axis | 82.38 ± 5.48 | 75.55 ± 4.75 | 6.83 ± 2.39 | <.001∗∗ | |
Go | 76.69 ± 7.54 | 68.59 ± 6.46 | 8.10 ± 3.66 | <.001∗∗ | |
Group D | U1CP | -7.87 ± 6.05 | -6.99 ± 4.89 | -0.88 ± 3.17 | .055 |
U1RP | 4.60 ± 4.24 | 3.24 ± 3.49 | 1.50 ± 2.78 | .001∗∗ | |
U6CP | 27.07 ± 5.91 | 21.52 ± 4.44 | 5.55 ± 4.11 | <.001∗∗ | |
L1CP | -6.45 ± 6.93 | -6.03 ± 6.25 | -0.42 ± 3.14 | .346 | |
L1RP | 3.79 ± 8.98 | 2.84 ± 7.87 | 0.94 ± 9.79 | .498 | |
L6CP | 21.24 ± 7.33 | 18.23 ± 6.72 | 3.01 ± 3.39 | <.001∗∗ |
Table 3.
Landmark | Conventional Cephalogram (N = 50) Mean ± SD (mm) | CBCT (N = 50) Mean ± SD (mm) | Mean ± SD of the difference between Adj-Ceph and CBCT (mm) | P value | |
---|---|---|---|---|---|
Group A | ANS | 60.65 ± 4.56 | 55.24 ± 3.69 | 5.45 ± 1.99 | <.001∗∗ |
A | 68.93 ± 5.08 | 61.48 ± 4.36 | 7.40 ± 2.13 | <.001∗∗ | |
B | 116.85 ± 8.02 | 107.01 ± 6.93 | 9.80 ± 3.36 | <.001∗∗ | |
Pog | 130.15 ± 8.72 | 117.84 ± 7.28 | 12.33 ± 2.96 | <.001∗∗ | |
Gn | 135.52 ± 8.51 | 122.39 ± 7.43 | 13.10 ± 2.72 | <.001∗∗ | |
Me | 137.46 ± 8.78 | 124.56 ± 7.43 | 12.83 ± 2.80 | <.001∗∗ | |
Group B | S | 13.82 ± 3.64 | 11.75 ± 2.74 | 0.90 ± 2.99 | <.001∗∗ |
Ar | 48.89 ± 5.56 | 44.85 ± 3.78 | 2.63 ± 3.71 | <.001∗∗ | |
Ba | 56.19 ± 6.50 | 51.41 ± 4.10 | 3.19 ± 4.10 | <.001∗∗ | |
PNS | 61.80 ± 5.24 | 54.77 ± 3.90 | 6.23 ± 2.83 | <.001∗∗ | |
Group C | Po | 31.66 ± 2.79 | 29.32 ± 2.15 | 2.06 ± 2.67 | <.001∗∗ |
Or | 31.66 ± 2.79 | 29.24 ± 2.05 | 2.15 ± 2.25 | <.001∗∗ | |
Hinge Axis | 42.71 ± 4.74 | 36.19 ± 2.81 | 4.48 ± 4.04 | <.001∗∗ | |
Go | 100.42 ± 9.65 | 91.54 ± 7.84 | 8.00 ± 4.19 | <.001∗∗ | |
Group D | U1CP | 92.88 ± 5.99 | 84.55 ± 5.12 | 8.42 ± 2.19 | <.001∗∗ |
U1RP | 71.29 ± 5.11 | 64.21 ± 4.54 | 6.87 ± 2.16 | <.001∗∗ | |
U6CP | 87.61 ± 6.02 | 79.87 ± 4.83 | 7.33 ± 2.57 | <.001∗∗ | |
L1CP | 92.04 ± 6.01 | 83.56 ± 5.54 | 8.59 ± 1.96 | <.001∗∗ | |
L1RP | 109.58 ± 6.99 | 100.84 ± 6.09 | 8.83 ± 2.51 | <.001∗∗ | |
L6CP | 88.65 ± 6.20 | 81.41 ± 5.23 | 6.94 ± 2.38 | <.001∗∗ |