CT-BASED GEOMETRIC DATA OF HUMAN SPINE MUSCULATURE .1. JAPANESE PATIENTS WITH CHRONIC LOW-BACK-PAIN

被引:25
作者
HAN, JS [1 ]
AHN, JY [1 ]
GOEL, VK [1 ]
TAKEUCHI, R [1 ]
MCGOWAN, D [1 ]
机构
[1] W VIRGINIA UNIV,DEPT ORTHOPAED SURG,MORGANTOWN,WV 26506
来源
JOURNAL OF SPINAL DISORDERS | 1992年 / 5卷 / 04期
关键词
Biomechanical models of the spine; Biomechanics; CT scans; Lumbar spine; Muscle geometry;
D O I
10.1097/00002517-199212000-00010
中图分类号
R74 [神经病学与精神病学];
学科分类号
摘要
Mechanical factors are considered to play a dominant role in low back problems. Various spinal structures, including muscles, act in unison to resist the external load, including the body segments. An estimation of the forces in these requires a knowledge of the orientation, location, and area of cross-section of the muscles to complete the information for the formulation of a truly three-dimensional biomechanical mathematical model of the spine in the lumbar region. Computed tomography scans of 10 Japanese patients suffering from chronic low back pain were obtained to determine the geometric data of the abdominal and back muscles from the 12th thoracic vertebral to the first sacral vertebral level. The mean age +/- 1 SD of the group was 40.1 +/- 14.12 years (range, 24-70), 573 +/- 88.5 N of body weight (range, 441-705), and 1.63 +/- 0.09 m tall (range, 1.44-1.74). The geometric parameters quantified were the line of action, and the centroid and physiologic area of cross-section of each muscle as a function of the spinal level. The effective/physiological area of cross-section of each muscle changed along the length of the spine because of the change in the line of action of the muscle. The centroidal approach adopted for quantifying the lines of action of various muscles was found unsuitable for the abdominal muscles, excluding the rectus abdominis, because of the associated anatomic complexities. Alternatives are proposed to complete the data base. The application of the data for the formulation of a truly three-dimensional biomechanical model of the spine at the L3-4 level is briefly presented. Application to nonlinear optimization-based force predictions in various spinal structures is discussed.
引用
收藏
页码:448 / 458
页数:11
相关论文
共 12 条
[1]  
Brinckmann P., Pope M.H., Effects of repeated loads and vibration, The Lumbar Spine, pp. 171-183, (1990)
[2]  
Dumas G.A., Poulin M.J., Roy B., Gagnon M., Jovanovic M., A three-dimensional digitization method to measure trunk muscle lines of action, Spine, 13, pp. 532-541, (1988)
[3]  
Goel V.K., Han J.S., Ahn A.Y., Et al., A Comprehensive Model to Estimate Forces in Spinal Structures During Dynamic Lifting. 38th Orthopaedic Research Society, Washington, D.C, Feb, pp. 17-20, (1992)
[4]  
Goel V.K., Liu Y.K., Clark C.R., Quantitative geometry of the muscular origins and insertions of the human head and neck, Mechanisms of Head and Spine Trauma, pp. 397-415, (1986)
[5]  
Han J.-S., Analysis of the Internal Mechanism of the Spine in Static and Dynamic Loading Postures Using Optimization Technique [Dissertation], (1991)
[6]  
Han J.S., Goel V.K., Kumar S., A nonlinear optimization force model of the human lumbar spine, Intjindergon, 8, pp. 289-301, (1991)
[7]  
Kumar S., Moment arms of spinal musculature determined from CT scans, Clin Biomech, 3, pp. 137-144, (1988)
[8]  
Mc Gill S.M., Patt N., Norman R.W., Measurement of the trunk musculature of active males using CT scan radiography: Implications for force and moment generating capacity about the L4/L5 joint, J Biomech, 21, pp. 329-341, (1988)
[9]  
Nemeth G., Ohlsen H., Moment arm lengths of trunk muscles to the lumbosacral joint obtained in vivo with computed tomography, Spine, 11, pp. 158-160, (1986)
[10]  
Rab G.T., Chao E., Stauffer R.N., Muscle force analysis of the lumbar spine, Orlhop Clin North Am, 8, pp. 193-199, (1977)