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用最小二乘法评估欧拉角以研究腰椎运动。

Evaluation of Euler's angles with a least squares method for the study of lumbar spine motion.

作者信息

Plamondon A, Gagnon M

机构信息

Département d'Education Physique, Université de Montréal, Québec, Canada.

出版信息

J Biomed Eng. 1990 Mar;12(2):143-9. doi: 10.1016/0141-5425(90)90135-a.

Abstract

To analyse intervertebral movements, methods with a high level of accuracy are required. Stereoradiographic methods have been used for a number of years to describe intervertebral movements, but their major problem is to identify the same anatomical landmarks, not only on the pair of radiographs used for three-dimensional reconstruction, but also on all the pairs used to analyse the displacements. To minimize the errors due to the incorrect identification of anatomical landmarks, a least squares method to resolve the parameters of Euler's angles was validated by means of measurements made on a spine obtained from a cadaver. The accuracy of this method varied between 0.69 degrees and 0.71 degrees in rotation and between 0.28 mm and 0.77 mm in translation. In addition, this method significantly corrected the position of the anatomical landmarks. Euler's angles, used with a least squares estimate, can provide accurate and precise results.

摘要

为了分析椎间运动,需要高精度的方法。立体放射照相方法已被用于描述椎间运动多年,但其主要问题是不仅要在用于三维重建的一对射线照片上,而且要在用于分析位移的所有对上识别相同的解剖标志。为了将因解剖标志识别错误而产生的误差降至最低,通过对一具尸体脊柱的测量,验证了一种求解欧拉角参数的最小二乘法。该方法的精度在旋转时为0.69度至0.71度,在平移时为0.28毫米至0.77毫米。此外,该方法显著校正了解剖标志的位置。与最小二乘估计一起使用的欧拉角可以提供准确而精确的结果。

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