Predictive accuracy of estimating mandibular growth potential by regression equation using cervical vertebral bone age

Natl J Maxillofac Surg. 2021 Jan-Apr;12(1):25-35. doi: 10.4103/njms.NJMS_264_20. Epub 2021 Mar 16.

Abstract

Introduction: The maturational changes both in size and shape of cervical vertebrae had been widely used not only to assess skeletal maturity but also to predict the same using regression equation. Thus, the aim of this cross-sectional study was to check the predictive accuracy of estimating mandibular growth potential in the North Indian population by regression equation of Mito et al.

Materials and methods: A total of 200 subjects divided into two groups, Group I had 100 adult subjects (18-20 years) and Group II had 100 young subjects (9-14 years) were subdivided according to the gender (50 subjects in each group). Seven linear parameters on cervical vertebral bodies of C3 and C4 were measured to derive cervical vertebral age and applied to the regression equation to estimate the mandibular growth potential in Group II. The mandibular length was measured for both the groups from Co-Gn. The mean value of the actual mandibular length in Group I was statistically evaluated against the corresponding mean value of the predicted mandibular growth potential of Group II.

Results: The actual mandibular length (Group I) and calculated mandibular length obtained by adding mandibular growth potential (from regression equation) to the mandibular length of Group II did not differ significantly for both males and females. Chronological age showed a statistically significant difference and poor correlation with bone age, in Group II.

Conclusion: The regression equation of Mito et al. using cervical vertebral bone age has proven to be applicable and accurate in predicting mandibular growth potential in growing young Indian individuals and can be of diagnostic and prognostic value in growth modification procedures in Orthodontics.

Keywords: Cervical vertebral bone age; mandibular growth potential; regression equation.