| Literature DB >> 31149607 |
Mi So Ahn1, Sang Min Shin2, Tetsutaro Yamaguchi3, Koutaro Maki3, Te-Ju Wu4, Ching-Chang Ko5, Yong-Il Kim1,6.
Abstract
OBJECTIVE: The purpose of this study was to investigate the relationship between the facial skeletal patterns and the shape of the mandibular symphysis in adults with malocclusion by using a structural equation model (SEM).Entities:
Keywords: Facial skeletal pattern; Morphology of mandibular symphysis; Structural equation model
Year: 2019 PMID: 31149607 PMCID: PMC6533179 DOI: 10.4041/kjod.2019.49.3.170
Source DB: PubMed Journal: Korean J Orthod Impact factor: 1.372
Definition of the landmarks used in this study
Definition of the measurements obtained in this study
See Table 1 for the definition of each landmark.
Figure 1Obtaining the landmarks for the mandibular symphysis cross-sectional images. The outline of the mandibular symphysis is considered for the external (A) and internal (B) cortices. Two landmarks (yellow) and 21 semi-landmarks (red) are positioned along the outline of the mandibular cortex.
Covariance between the skeletal factors
SE, Standard error; CR, critical ratio.
Correlation between the skeletal factors
Figure 2Principal component (PC) analysis of the internal cortices of the mandibular symphysis.
M, Mean; SD, standard deviation.
Figure 3Principal component (PC) analysis of the external cortices of the mandibular symphysis.
M, Mean; SD, standard deviation.
Figure 4Structural equation model of the skeletal factors and mandibular cortices of the symphysis. The double and dotted arrows show the relationship of the vertical, horizontal, and anteroposterior latent variables.
PC, Principal component.
Regression weights between the skeletal factors and factors of the mandibular symphysis
SE, Standard error; CR, critical ratio; PC, principal component.
Total effects of the skeletal variables and symphyseal variables
PC, Principal component.
Direct and indirect effects of the skeletal variables and symphyseal variables
PC, Principal component.
Indirect effects: transverse → outer PC1 (0.009), anteroposterior→outer PC1 (−0.011).