Medicine-Engineering Interdisciplinary

Dynamic Response of Idiopathic Scoliosis and Kyphosis Spine

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  • School of Mechanical Engineering, Xinjiang University, Urumqi 830017, China

Received date: 2022-11-16

  Accepted date: 2023-03-02

  Online published: 2025-06-06

Abstract

The dynamic response characteristics of scoliosis and kyphosis to vibration are currently unclear. The finite element method (FEM) was employed to study the vibration response of patients with idiopathic scoliosis and kyphosis. The objective is to analyze the dynamic characteristics of idiopathic scoliosis and kyphosis using FEM. The finite element model of T1—S1 segments was established and verified using the CT scanning images. The established scoliosis and kyphosis models were verified statistically and dynamically. The finite element software Abaqus was utilized to analyze the mode, harmonic response, and transient dynamics of scoliosis and kyphosis. The first four natural frequencies extracted from modal analysis were 1.34, 2.26, 4.49 and 17.69 Hz respectively. Notably, the first three natural frequencies decreased with the increase of upper body mass. In harmonic response analysis, the frequency corresponding to the maximum amplitude in x direction was the first order natural frequency, and the frequency corresponding to the maximum amplitude in y and z directions was the second order natural frequency. At the same resonance frequency, the amplitude of the thoracic spine was larger relative to that of the lumbar spine. The time domain results of transient analysis showed that the displacement dynamic response of each segment presented cyclic response characteristics over time. Under 2.26Hz excitation, the dynamic response of the research object appeared as resonance. The higher the degree of spinal deformity, the greater the fundamental frequency. The first three natural modes of scoliosis and kyphosis contain vibration components in the vertical direction. The second order natural frequency was the most harmful to patients with scoliosis and kyphosis. Under cyclic loading, the deformation of the thoracic cone exceeds that of the lumbar cone.

Cite this article

Li Pengju, Fu Rongchang, Yang Xiaozheng, Wang Kun . Dynamic Response of Idiopathic Scoliosis and Kyphosis Spine[J]. Journal of Shanghai Jiaotong University(Science), 2025 , 30(3) : 482 -492 . DOI: 10.1007/s12204-023-2635-6

References

[1] WEINSTEIN S L, ZAVALA D C, PONSETI I V. Idiopathic scoliosis: Long-term follow-up and prognosis in untreated patients [J]. The Journal of Bone and Joint Surgery American Volume, 1981, 63(5): 702-712.

[2] CORDOVER A M, BETZ R R, CLEMENTS D H, et al. Natural history of adolescent thoracolumbar and lumbar idiopathic scoliosis into adulthood [J]. Journal of Spinal Disorders, 1997, 10(3): 193-196.

[3] HAEFELI M, ELFERING A, KILIAN R, et al. Nonoperative treatment for adolescent idiopathic scoliosis: A 10- to 60-year follow-up with special reference to health-related quality of life [J]. Spine, 2006, 31(3): 355-366.

[4] SEIDEL H. On the relationship between whole-body vibration exposure and spinal health risk [J]. Industrial Health, 2005, 43(3): 361-377.

[5] BOSHUIZEN H C, BONGERS P M, HULSHOF C T. Self-reported back pain in fork-lift truck and freight-container tractor drivers exposed to whole-body vibration [J]. Spine, 1992, 17(1): 59-65.

[6] BONGERS P M, HULSHOF C T, DIJKSTRA L, et al. Back pain and exposure to whole body vibration in helicopter pilots [J]. Ergonomics, 1990, 33(8): 1007-1026.

[7] ANDERSSON G B. Epidemiological features of chronic low-back pain [J]. Lancet, 1999, 354(9178): 581-585.

[8] KATZ J N. Lumbar disc disorders and low-back pain: Socioeconomic factors and consequences [J]. The Journal of Bone and Joint Surgery American Volume, 2006, 88(Suppl 2): 21-24.

[9] KELLER T S, COLLOCA C J, BÉLIVEAU J G. Force-deformation response of the lumbar spine: A sagittal plane model of posteroanterior manipulation and mobilization [J]. Clinical Biomechanics, 2002, 17(3): 185-196.

[10] MEIR A R, FAIRBANK J C T, JONES D A, et al. High pressures and asymmetrical stresses in the scoliotic disc in the absence of muscle loading [J]. Scoliosis, 2007, 2: 4.

[11] WOLFF J. Das gesetz der transformation der knochen [J]. DMW - Deutsche Medizinische Wochenschrift, 1893, 19(47): 1222-1224.

[12] LE P, SOLOMONOW M, ZHOU B H, et al. Cyclic load magnitude is a risk factor for a cumulative lower back disorder [J]. Journal of Occupational & Environmental Medicine, 2007, 49(4): 375-387.

[13] STEHBENS W E. Pathogenesis of idiopathic scoliosis revisited [J]. Experimental and Molecular Pathology, 2003, 74(1): 49-60.

[14] KASRA M, SHIRAZI-ADL A, DROUIN G. Dynamics of human lumbar intervertebral joints [J]. Spine, 1992, 17(1): 93-102.

[15] SHEN H K, CHEN Y R, LIAO Z H, et al. Biomechanical evaluation of anterior lumbar interbody fusion with various fixation options: Finite element analysis of static and vibration conditions [J]. Clinical Biomechanics, 2021, 84: 105339.

[16] KONG W Z, GOEL V K. Ability of the finite element models to predict response of the human spine to sinusoidal vertical vibration [J]. Spine, 2003, 28(17): 1961-1967.

[17] GUO L X, TEO E C, LEE K K, et al. Vibration characteristics of the human spine under axial cyclic loads: Effect of frequency and damping [J]. Spine, 2005, 30(6): 631-637.

[18] AMIRI S, NASERKHAKI S, PARNIANPOUR M. Effect of whole-body vibration and sitting configurations on lumbar spinal loads of vehicle occupants [J]. Computers in Biology and Medicine, 2019, 107: 292-301.

[19] ZHANG Z J, FOGEL G R, LIAO Z H, et al. Biomechanical analysis of lateral lumbar interbody fusion constructs with various fixation options: Based on a validated finite element model [J]. World Neurosurgery, 2018, 114: e1120-e1129.

[20] GUO L X, WANG Z W, ZHANG Y M, et al. Material property sensitivity analysis on resonant frequency characteristics of the human spine [J]. Journal of Applied Biomechanics, 2009, 25(1): 64-72.

[21] SEIDEL H, BLÜTHNER R, HINZ B. Application of finite-element models to predict forces acting on the lumbar spine during whole-body vibration [J]. Clinical Biomechanics, 2001, 16: S57-S63.

[22] WANG Q D, GUO L X. Prediction of complications and fusion outcomes of fused lumbar spine with or without fixation system under whole-body vibration [J]. Medical & Biological Engineering & Computing, 2021, 59(6): 1223-1233.

[23] XIANG P, DU C, ZHAO M, et al. Modal analysis of human lumbar spine using finite element method [J]. Journal of Medical Biomechanics, 2014, 29(2):154-160 (in Chinese).

[24] GUO L, CHEN W, LIU X. FEM-based dynamic analysis of injured human spine [J]. Journal of Northeastern University (Natural Science), 2005, 26(9):836-839 (in Chinese).

[25] SCHMIDT H, HEUER F, DRUMM J, et al. Application of a calibration method provides more realistic results for a finite element model of a lumbar spinal segment [J]. Clinical Biomechanics, 2007, 22(4): 377-384.

[26] FAN W. A finite element study on dynamic characteristics of the human whole lumbar spine under vibration [D]. Shenyang: Northeastern University, 2017 (in Chinese).

[27] LI X F, LIU Z D, DAI L Y, et al. Dynamic response of the idiopathic scoliotic spine to axial cyclic loads [J]. Spine, 2011, 36(7): 521-528.

[28] ZHAO D. Establishment of finite element model of adult degenerative scoliosis and posterior three-dimensional correction biomechanical study [D]. Changsha: Central South University, 2010 (in Chinese).

[29] BUSSCHER I, VAN DIEËN J H, KINGMA I, et al. Biomechanical characteristics of different regions of the human spine [J]. Spine, 2009, 34(26): 2858-2864.

[30] GUO L X, LI W J. Finite element modeling and static/dynamic validation of thoracolumbar-pelvic segment [J]. Computer Methods in Biomechanics and Biomedical Engineering, 2020, 23(2): 69-80.

[31] STOKES I A F, GARDNER-MORSE M. A database of lumbar spinal mechanical behavior for validation of spinal analytical models [J]. Journal of Biomechanics, 2016, 49(5): 780-785.

[32] HILL T E, DESMOULIN G T, HUNTER C J. Is vibration truly an injurious stimulus in the human spine? [J]. Journal of Biomechanics, 2009, 42(16): 2631-2635.

[33] LI X, FU R, WU H, et al. Dynamic characteristics of Lenke3 type idiopathic scoliosis [J]. Journal of Medical Biomechanics, 2022, 37(4):638-643 (in Chinese).

[34] XIE J D, ZHANG S X, LI Y, et al. Dynamic characteristics of an adolescent idiopathic scoliotic spine [J]. Journal of Medical Biomechanics, 2018, 33(4): 312-319 (in Chinese).

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