使用深度学习自动测量脊柱侧凸的脊柱参数。

IF 2.6 2区 医学 Q2 CLINICAL NEUROLOGY
Spine Pub Date : 2025-03-28 DOI:10.1097/BRS.0000000000005280
Xianghong Meng, Shan Zhu, Qilong Yang, Fengling Zhu, Zhi Wang, Xiaoming Liu, Pei Dong, Shuaikun Wang, Lianxi Fan
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引用次数: 0

摘要

研究设计:回顾性单机构研究。目的:开发并验证自动卷积神经网络(CNN)测量Cobb角、T1倾斜角、冠状平衡、锁骨角、肩高、T5-T12 Cobb角和矢状平衡以准确诊断脊柱侧凸。背景资料总结:以Cobb角为特征的脊柱侧凸需要精确可靠的测量来指导治疗。传统的人工测量既费时又不可靠。虽然存在一些自动化工具,但它们通常需要人工干预,并且主要关注Cobb角度。方法:在本研究中,我们使用了四个数据集,包括1682例脊柱侧凸患者的前后位(AP)和侧位片。CNN包括粗分割、地标定位和精细分割。测量结果使用骰子系数,平均绝对误差(MAE)和正确关键点百分比(PCK)进行评估,阈值为3毫米。一个内部测试集,包括87名青少年(7-16岁)和26名老年成人患者(≥60岁),用于评估自动和手动测量之间的一致性。结果:CNN的自动化测量在AP片上获得了较高的平均dice系数(>0.90),PCK为89.7%-93.7%,MAE为2.87 mm-3.62 mm的椎体角。手工测量的内部测试集的一致性是可以接受的,AP x线片上青少年亚组的MAE为0.26 mm/°-0.51 mm/°,老年人亚组的MAE为0.29 mm/°-4.93 mm/°。侧位片上T5-T12 Cobb角和矢状平衡的MAE在青少年中分别为1.03°和0.84 mm,在老年人中分别为4.60°和9.41 mm。与人工测量相比,自动测量时间明显缩短。结论:深度学习自动化系统为脊柱侧凸诊断提供了快速、准确、可靠的测量指标,可提高临床工作流程效率,指导脊柱侧凸治疗。本研究的证据等级为3级。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Automated Measurements of Spinal Parameters for Scoliosis Using Deep Learning.

Study design: Retrospective single-institution study.

Objective: To develop and validate an automated convolutional neural network (CNN) to measure the Cobb angle, T1 tilt angle, coronal balance, clavicular angle, height of the shoulders, T5-T12 Cobb angle, and sagittal balance for accurate scoliosis diagnosis.

Summary of background data: Scoliosis, characterized by a Cobb angle >10°, requires accurate and reliable measurements to guide treatment. Traditional manual measurements are time-consuming and have low inter- and intra-observer reliability. While some automated tools exist, they often require manual intervention and focus primarily on the Cobb angle.

Methods: In this study, we utilized four datasets comprising the anterior-posterior (AP) and lateral radiographs of 1682 patients with scoliosis. The CNN includes coarse segmentation, landmark localization, and fine segmentation. The measurements were evaluated using the dice coefficient, mean absolute error (MAE), and percentage of correct key-points (PCK) with a 3-mm threshold. An internal testing set, including 87 adolescent (7-16 years) and 26 older adult patients (≥60 years), was used to evaluate the agreement between automated and manual measurements.

Results: The automated measures by the CNN achieved high mean dice coefficients (>0.90), PCK of 89.7%-93.7%, and MAE for vertebral corners of 2.87 mm-3.62 mm on AP radiographs. Agreement on the internal testing set for manual measurements was acceptable, with an MAE of 0.26 mm/°-0.51 mm/° for the adolescent subgroup and 0.29 mm/°-4.93 mm/° for the older adult subgroup on AP radiographs. The MAE for the T5-T12 Cobb angle and sagittal balance, on lateral radiographs, was 1.03° and 0.84 mm, respectively, in adolescents, and 4.60° and 9.41 mm, respectively, in older adults. Automated measurement time was significantly shorter compared to manual measurements.

Conclusion: The deep learning automated system provides rapid, accurate, and reliable measurements for scoliosis diagnosis, which could improve clinical workflow efficiency and guide scoliosis treatment.

The level of evidence of this study: Level 3.

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来源期刊
Spine
Spine 医学-临床神经学
CiteScore
5.90
自引率
6.70%
发文量
361
审稿时长
6.0 months
期刊介绍: Lippincott Williams & Wilkins is a leading international publisher of professional health information for physicians, nurses, specialized clinicians and students. For a complete listing of titles currently published by Lippincott Williams & Wilkins and detailed information about print, online, and other offerings, please visit the LWW Online Store. Recognized internationally as the leading journal in its field, Spine is an international, peer-reviewed, bi-weekly periodical that considers for publication original articles in the field of Spine. It is the leading subspecialty journal for the treatment of spinal disorders. Only original papers are considered for publication with the understanding that they are contributed solely to Spine. The Journal does not publish articles reporting material that has been reported at length elsewhere.
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