Chinese Journal of Tissue Engineering Research ›› 2020, Vol. 24 ›› Issue (33): 5267-5271.doi: 10.3969/j.issn.2095-4344.2848
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Young Lihjier1, Ouyang Lin2, Chen Dingwei2, Lin Qi3
1School of Mathematics and Statistics, Minnan Normal University; 2Department of Medical Imaging, 909 Hospital of the Joint Logistics Support Force of Chinese PLA (Institute of Medical Imaging of Medical College, Xiamen University); 3Department of Medical Imaging, First Hospital of Longyan City
Received:
2019-12-31
Revised:
2020-01-07
Accepted:
2020-03-13
Online:
2020-11-28
Published:
2020-09-28
Contact:
Ouyang Lin, Department of Medical Imaging, 909 Hospital of the Joint Logistics Support Force of Chinese PLA (Institute of Medical Imaging of Medical College, Xiamen University), Zhangzhou 363000, Fujian Province, China
About author:
Young Lihjier, MD, Professor, School of Mathematics and Statistics, Minnan Normal University, Zhangzhou 363000, Fujian Province, China
Ouyang Lin, MD, Chief physician, Department of Medical Imaging, 909 Hospital of the Joint Logistics Support Force of Chinese PLA (Institute of Medical Imaging of Medical College, Xiamen University), Zhangzhou 363000, Fujian Province, China
Supported by:
the Regional Development Project of Fujian Province, No. 2019Y3007
CLC Number:
Young Lihjier, Ouyang Lin, Chen Dingwei, Lin Qi. A biomechanical analysis of low back pain[J]. Chinese Journal of Tissue Engineering Research, 2020, 24(33): 5267-5271.
图5所描述的是L4本体,原点定在其上表面形心处,1,2分别表示右与左小关节,x,y,z轴如图所示,σup与σdown分别表示由L3与L5传来的压力,Qup与Qdown分别表示由L3与L5传来的压力与z轴之夹角。值得一提的是由于球窝形关节的假设,1,2均可在x,y,z三个方向自由转动,因此只有x,y,z三个方向的反作用力(R1x,R1y,R1z,R2x,R2y,R2z),而没有反作用力矩(M1x=M1y=M1z=M2x= M2y=M2z=0),而正常情况下R1x=R2x,R1y=R2y,R1z=R2z,由L3传入的力量FC由前述可得,并换算成σup,而在正常情况下,y方向是没有受力的,因此R1y=R2y=0,由3个静力平衡方程式可顺利求算3个未知量σdown、R1x与R1z。 "
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