上海口腔医学 ›› 2026, Vol. 35 ›› Issue (1): 48-53.doi: 10.19439/j.sjos.2026.01.008

• 论著 • 上一篇    下一篇

新疆地区维吾尔族儿童与青少年年龄、牙龄及颈椎骨龄相关性及联合预测模型研究

开吾赛尔·吐尔逊1,2, 史雨馨1,2, 张丽娜1, 刘佳1,2   

  1. 1.新疆医科大学第一附属医院(附属口腔医院) 儿童口腔科,新疆 乌鲁木齐 830054;
    2.新疆维吾尔自治区口腔医学研究所,新疆 乌鲁木齐 830054
  • 收稿日期:2024-10-14 修回日期:2025-01-05 出版日期:2026-03-12 发布日期:2026-03-12
  • 通讯作者: 刘佳,E-mail: liujia_0806@163.com
  • 作者简介:开吾赛尔·吐尔逊(1999-),男,硕士,E-mail: 1581874053@qq.com
  • 基金资助:
    中国牙病防治基金(A2021-056)

Study on the correlation and joint prediction model of age, dental age and cervical spine age among Uyghur children and adolescents in Xinjiang region

Kaiwusaier Tursun1,2, Shi Yuxin1,2, Zhang Lina1, Liu Jia1,2   

  1. 1. Department of Pediatric Dentistry, First Affiliated Hospital of Xinjiang Medical University (Affiliated Stomatological Hospital). Urumqi 830054;
    2. Xinjiang Uygur Autonomous Region Institute of Stomatology. Urumqi 830054, Xinjiang Uygur Autonomous Region, China
  • Received:2024-10-14 Revised:2025-01-05 Online:2026-03-12 Published:2026-03-12

摘要: 目的 探讨新疆地区维吾尔族儿童和青少年的实际年龄、牙龄和颈椎骨龄之间的相关性,并构建男女颈椎骨龄回归方程及联合预测模型,以提升年龄推断的准确度。方法 本研究分为两个阶段进行。第一阶段,收集320例8~15岁维吾尔族儿童和青少年患者的全口曲面体层片及头颅定位侧位片数据,使用Willems法推断牙龄,并参考Mito颈椎骨测量法测量第三、第四颈椎骨的数据。随机抽取224例样本(男112例,女112例)颈椎骨龄测量数据进行多元逐步回归分析,分别建立男性和女性的颈椎骨龄预测方程,并用剩余96例样本(男48例,女48例)验证模型的准确性。第二阶段,根据第一阶段构建的回归方程计算所有样本的颈椎骨龄。随后,使用Spearman相关系数分析实际年龄、牙龄和颈椎骨龄之间的相关性,并进一步进行多元回归分析,评估牙龄和颈椎骨龄对实际年龄的预测效果。最后,将所有样本数据汇总,进行联合多元回归分析,构建一个综合性的年龄预测模型。结果 通过多元逐步回归分析建立的颈椎骨龄方程式为,男性颈椎骨龄=-1.189+16.607×H4/D4+9.064×AP3/H3+5.369×H4/AH4(R=0.875),女性颈椎骨龄=0.233+7.084×AH4/AP4+26.048×h4/H4+4.650×AH3/PH3(R=0.868)。Spearman相关性分析结果显示,实际年龄与牙龄之间的相关系数为r=0.956,实际年龄与颈椎骨龄之间的相关系数为r=0.871,牙龄与颈椎骨龄之间的相关系数为r=0.843,均表现出显著正相关(P<0.01)。联合分析构建的统一回归模型进一步提升了预测精度,模型的R2为0.916。最终的联合模型公式为实际年龄=-1.064+0.753×牙龄+0.325×颈椎骨龄。结论 本研究通过牙龄与颈椎骨龄的联合分析,显著提升了实际年龄的预测精度,成功构建了适用于新疆地区维吾尔族8~15岁儿童和青少年的统一预测模型,为该地区的年龄推断提供了高效且可靠的工具。

关键词: 年龄推断, 颈椎骨龄, 牙龄, 多元回归分析, 维吾尔族

Abstract: PURPOSE: To explore the correlation between the actual age, dental age and cervical vertebral bone age in Uygur children and adolescents in Xinjiang region, and to construct the regression equation and joint prediction model of cervical vertebral bone age for males and females to improve the accuracy of age estimation. METHODS: This study was conducted in two phases. In the first stage, the data of full mouth surface tomography and skull localization lateral radiographs of 320 Uygur children and adolescents aged 8-15 years were collected. The dental age was inferred by Willems method, and the third and fourth cervical vertebrae were measured by Mito cervical vertebrae osteometry. The cervical spine bone age measurement data of 224 samples (112 males and 112 females) were randomly selected for multiple stepwise regression analysis. The cervical spine bone age prediction equations for males and females were established respectively, and verified with the remaining 96 samples (48 males and 48 females). In the second stage, the cervical spine age of all samples was calculated based on the regression equation constructed in the first stage. Subsequently, Spearman correlation coefficient was used to analyze the correlation between chronological age, dental age and cervical spine bone age, and further multiple regression analysis was performed to evaluate the predictive effect of dental age and cervical spine bone age on chronological age. Finally, all the sample data were collected and combined multiple regression analysis was carried out to construct a comprehensive age prediction model. RESULTS: The cervical spine bone age equation established through multiple stepwise regression analysis was: male cervical spine bone age=-1.189+16.607×H4/D4+9.064×AP3/H3+5.369×H4/AH4(R=0.875); female cervical spine bone age=0.233+7.084×AH4/AP4+26.048×h4/H4+4.650×AH3/PH3(R=0.868). Spearman correlation analysis results showed that the correlation coefficient between chronological age and dental age was r=0.956, the correlation coefficient between chronological age and cervical spine bone age was r=0.871, and the correlation coefficient between dental age and cervical spine bone age was r=0.843, all of which showed significant positive correlation(P<0.01). The unified regression model constructed by the joint analysis further improved the prediction accuracy, and the R2 of the model was 0.916. The final formula of the combined model was: actual age=-1.064+0.753× tooth age +0.325× cervical bone age. CONCLUSIONS: Through joint analysis of dental age and cervical bone age, this study significantly improves the prediction accuracy of actual age, and successfully constructs a unified prediction model suitable for Uyghur children and adolescents aged 8-15 years in Xinjiang region, providing an efficient and reliable tool for age inference in the region.

Key words: Age inference, Cervical bone age, Dental age, Multiple regression analysis, Uyghur

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