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腰骶部负荷向髂骨和下肢的传递 第1部分:骶髂关节的自我支撑生物力学及其对治疗和运动的意义。

Transfer of lumbosacral load to iliac bones and legs Part 1: Biomechanics of self-bracing of the sacroiliac joints and its significance for treatment and exercise.

作者信息

Snijders C J, Vleeming A, Stoeckart R

机构信息

Department of Biomedical Physics and Technology, Faculty of Medicine and Allied Health Sciences, Erasmus University Rotterdam, The Netherlands.

出版信息

Clin Biomech (Bristol). 1993 Nov;8(6):285-94. doi: 10.1016/0268-0033(93)90002-Y.

Abstract

This study deals primarily with the stability of the base of the spine. The sacroiliac joints are vulnerable to shear loading on account of their predominantly flat surfaces. This raises the question of what mechanisms are brought into action to prevent dislocation of the sacroiliac joints when they are loaded by the weight of the upper part of the body and by trunk muscle forces. First a model is introduced to compare load transfer in joints with spherical and with flat joint surfaces. Next we consider a biomechanical model for the equilibrium of the sacrum under load, describing a self-bracing effect that protects the sacroiliac joints against shear according to 'the sacroiliac joint compression theory', which has been demonstrated in vitro. The model shows joint stability by the application of bending moments and the configuration of the pelvic arch. The model includes a large number of muscles (e.g. the gluteus maximus and piriformis muscles), ligaments (e.g. the sacrotuberous, sacrospinal, and dorsal and interosseous sacroiliac ligaments) as well as the coarse texture and the ridges and grooves of the joint surfaces.

摘要

本研究主要探讨脊柱基部的稳定性。骶髂关节由于其主要为平面,易受剪切力作用。这就引出了一个问题:当骶髂关节受到上身重量和躯干肌肉力量作用时,会启动何种机制来防止其脱位。首先引入一个模型,以比较具有球形关节面和平面关节面的关节中的负荷传递。接下来,我们考虑一个骶骨在负荷下平衡的生物力学模型,该模型描述了一种自支撑效应,根据“骶髂关节压缩理论”,这种效应可保护骶髂关节免受剪切力,该理论已在体外得到证实。该模型通过应用弯矩和骨盆弓的构型来显示关节稳定性。该模型包括大量肌肉(如臀大肌和梨状肌)、韧带(如骶结节韧带、骶棘韧带以及骶髂背侧和骶髂骨间韧带)以及关节面的粗糙纹理和嵴与沟。

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