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解剖关节的螺旋轴:计算方法、文献综述和软件实现。

The helical axis of anatomical joints: calculation methods, literature review, and software implementation.

机构信息

Robotics, Automation and Mechatronics (RAM) Research Group, Dept. of Mechanical Engineering, KU Leuven, box 2420, Celestijnenlaan 300, 3001, Leuven, Belgium.

出版信息

Med Biol Eng Comput. 2022 Jul;60(7):1815-1825. doi: 10.1007/s11517-022-02576-2. Epub 2022 May 12.

Abstract

The calculation of the helical axis, a.k.a. screw axis, is a functional technique that was introduced for the characterization of the motion and the stability of a human joint. Examples are its applications in the design of prostheses and its use for evaluating the joint performance in post-operatory follow-up. The typical way of studying the variations in the helical axis is to instantaneously compare it to some reference. The reference is typically assumed as (i) an anatomical or geometrical reference (e.g., the condyle to condyle axis or an anatomical plane); (ii) a functional reference, i.e., some axis calculated in a functional way. Calculating the helical axis means determining its orientation and its position, based on the recorded motion of the joint. This paper reviewed the calculation methods of the helical axis, its clinical applications, and the most relevant findings. The operative equations of the most common procedures were clearly and synthetically illustrated. More in detail, the focus of this review was set on the calculation of (i) the instantaneous helical axis; (ii) the finite helical axis; (iii) the average helical axis; (iv) a functional coordinate system attached to the helical axis; and (v) the analysis of the time variations of helical axis. The calculation of those quantities was implemented in MATLAB and the code was proposed as supplementary material. The calculation of the discussed quantities was demonstrated on a sample dataset.

摘要

螺旋轴(也称为螺旋轴线)的计算是一种功能技术,用于描述人体关节的运动和稳定性。其应用实例包括在假肢设计中的应用以及在术后随访中评估关节性能的应用。研究螺旋轴线变化的典型方法是即时将其与某些参考进行比较。参考通常被假定为(i)解剖学或几何参考(例如,髁间轴或解剖平面);(ii)功能参考,即通过功能方式计算的某些轴线。计算螺旋轴线意味着根据关节的记录运动确定其方向和位置。本文综述了螺旋轴线的计算方法、临床应用以及最相关的发现。清楚而综合地说明了最常见程序的运算方程。更详细地说,本次综述的重点是(i)瞬时螺旋轴线;(ii)有限螺旋轴线;(iii)平均螺旋轴线;(iv)附着于螺旋轴线的功能坐标系;以及(v)螺旋轴线时间变化的分析。在 MATLAB 中实现了这些量的计算,并将代码作为补充材料提出。在示例数据集上演示了所讨论的量的计算。

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