Effect of asymptomatic intervertebral flexion patterns on lumbar disc pressure: A finite element analysis study.

IF 2.2 4区 医学 Q3 ENGINEERING, BIOMEDICAL
Mehdi Nematimoez, Ram Haddas, Alexander Breen
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引用次数: 0

Abstract

Movement patterns may be a factor for manipulating the lumbar load, although little information is yet available in the literature about the relationship between this variable and intervertebral disc pressure (IDP). A finite element model of the lumbar spine (49-year-old asymptomatic female) was used to simulate intervertebral movements (L2-L5) of 127 asymptomatic participants. The data from participants that at least completed a simulation of lumbar vertebral movement during the first 53% of a movement cycle (flexion phase) were used for further analyses. Then, for each vertebral angular motion curve with constant spatial peaks, different temporal patterns were simulated in two stages: (1) in lumbar pattern exchange (LPE), each vertebral angle was simulated by the corresponding vertebrae of other participants data; (2) in vertebral pattern exchange (VPE), vertebral angles were simulated by each other. The k-mean algorithm was used to cluster two groups of variables; peak and cumulative IDP, in both stages of simulations (i.e., LPE and VPE). In the second stage of the simulation (VPE), Kendall's tau was utilized to consider the relationship between different temporal patterns and IDPs for each individual lumbar level. Cluster analyses showed that the temporal movement pattern did not exhibit any effect on the peak IDP while the cumulative IDP changed significantly for some patterns. Earlier involvement in lumbar motion at any level led to higher IDP in the majority of simulations. There is therefore a possibility of manipulating lumbar IDP by changing the temporal pattern with the same ROM, in which optimal distribution of the loads among lumbar levels may be applied as preventive or treatment interventions. Evaluating load benefits, such as load, on biomechanically relevant lumbar levels, dynamically measured by quantitative fluoroscopy, may help inform interventional exercises.

无症状椎间屈曲模式对腰椎间盘压力的影响:有限元分析研究
运动模式可能是操纵腰椎负荷的一个因素,但有关该变量与椎间盘压力(IDP)之间关系的文献资料却很少。我们使用腰椎有限元模型(49 岁无症状女性)来模拟 127 名无症状参与者的椎间运动(L2-L5)。至少在运动周期的前 53%(屈曲阶段)完成腰椎运动模拟的参与者的数据被用于进一步分析。然后,针对每条空间峰值不变的椎体角度运动曲线,分两个阶段模拟不同的时间模式:(1)在腰椎模式交换(LPE)中,每个椎体角度由其他参与者数据中的相应椎体模拟;(2)在椎体模式交换(VPE)中,椎体角度由彼此模拟。在两个阶段的模拟(即 LPE 和 VPE)中,均使用 k-mean 算法对两组变量(峰值和累积 IDP)进行聚类。在模拟的第二阶段(VPE),利用 Kendall's tau 来考虑每个腰椎水平的不同时间模式和 IDP 之间的关系。聚类分析显示,时间运动模式对峰值 IDP 没有任何影响,而某些模式下的累积 IDP 有显著变化。在大多数模拟中,较早参与任何水平的腰部运动都会导致较高的 IDP。因此,有可能通过改变相同 ROM 的时间模式来操纵腰椎 IDP,其中腰椎各层次之间的最佳负荷分布可用作预防或治疗干预措施。通过定量透视动态测量,评估腰椎生物力学相关水平的负荷效益(如负荷),可能有助于为介入性锻炼提供依据。
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来源期刊
International Journal for Numerical Methods in Biomedical Engineering
International Journal for Numerical Methods in Biomedical Engineering ENGINEERING, BIOMEDICAL-MATHEMATICAL & COMPUTATIONAL BIOLOGY
CiteScore
4.50
自引率
9.50%
发文量
103
审稿时长
3 months
期刊介绍: All differential equation based models for biomedical applications and their novel solutions (using either established numerical methods such as finite difference, finite element and finite volume methods or new numerical methods) are within the scope of this journal. Manuscripts with experimental and analytical themes are also welcome if a component of the paper deals with numerical methods. Special cases that may not involve differential equations such as image processing, meshing and artificial intelligence are within the scope. Any research that is broadly linked to the wellbeing of the human body, either directly or indirectly, is also within the scope of this journal.
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