Citation: | XU Chong-xi, TANG Bin, ZENG Xi-hang, et al. Three-Dimensional Nonlinear Finite Element Modeling and Analysis of Concomitant Atlanto-Occipital Fusion and Atlantoaxial Joint Dislocation[J]. Journal of Sichuan University (Medical Sciences), 2022, 53(1): 121-126. DOI: 10.12182/20220160203 |
[1] |
周定标, 张远征, 余新光, 等. 自发性寰枢椎脱位(附155例报告). 中华神经外科杂志,2000,16(5): 270–273. DOI: 10.3760/j.issn:1001-2346.2000.05.002
|
[2] |
余新光, 尹一恒, 周定标, 等. 颅颈交界畸形寰枢侧方关节与寰枢稳定性的关系. 中华神经外科杂志,2011,27(10): 1029–1033. DOI: 10.3760/cma.j.issn.1001-2346.2011.10.018
|
[3] |
段光明. 枕寰枢关节非线性有限元模型构建及有效性验证. 中华神经外科疾病研究杂志,2014,13(1): 73–74.
|
[4] |
郭群峰, 陈方经, 倪斌, 等. 带有颅底的全颈椎三维有限元模型的建立及分析. 中国脊柱脊髓杂志,2014,24(6): 550–554. DOI: 10.3969/j.issn.1004-406X.2014.06.11
|
[5] |
陈赞, 吴浩, 王兴文, 等. 寰椎侧块螺钉治疗寰枕融合合并寰枢椎脱位的临床报告. 脊柱外科杂志,2011,9(3): 162–164. DOI: 10.3969/j.issn.1672-2957.2011.03.009
|
[6] |
邓达人, 孟春玲, 陈宏健, 等. 基于流体动力学网格技术建立寰枕融合的全颈椎有限元模型//第十三届中国CAE工程分析技术年会论文集. 成都: 中国力学学会产学研工作委员会、中国机械工程学会机械工业自动化分会, 等, 2017: 63-65.
|
[7] |
陈金水, 倪斌, 陈博, 等. 寰枢椎脱位三维非线性有限元模型的建立和分析. 中国脊柱脊髓杂志,2010,20(9): 749–753. DOI: 10.3969/j.issn.1004-406X.2010.09.13
|
[8] |
刘海波. 上颈椎(C0-C3)有限元模型的建立及损伤内固定的分析. 太原: 太原理工大学, 2015.
|
[9] |
ZHANG Y K, LI C, LI L, et al. Design a novel integrated screw for minimally invasive atlantoaxial anterior transarticular screw fixation: a finite element analysis. J Orthop Surg Res, 2020, 15(1): 11[2021-06-21]. https://doi.org/ 10.1186/s13018-020-01764-w.
|
[10] |
尹一恒, 余新光, 王鹏, 等. 寰枕融合下的颅颈交界区有限元生物力学分析. 中华外科杂志,2015,53(3): 211–214. DOI: 10.3760/cma.j.issn.0529-5815.2015.03.015
|
[11] |
KUMARESAN S, YOGANANDAN N, PINTAR F A, et al. Finite element modeling approaches of human cervical spine facet joint capsule. J Biomechanics,1998,31(4): 371–376. DOI: 10.1016/S0021-9290(98)00008-6
|
[12] |
BREKELMANS W A, POORT H W, SLOOFF T J. A new method to analyse the mechanical behaviour of skeletal parts. Acta Orthop Scand,1972,43(5): 301–317. DOI: 10.3109/17453677208998949
|
[13] |
SAITO T, YAMAMURO T, SHIKATA J, et al. Analysis and prevention of spinal column deformity following cervical laminectomy. I Pathogenetic Analysis of postlaminectomy deformities. Spine,1991,16(5): 494–502. DOI: 10.1097/00007632-199105000-00002
|
[14] |
YOGANANDAN N, KUMARESAN S, VOO L, et al. Finite element applications in human cervical spine modeling. Spine (Phila Pa 1976),1996,21: 1824–1834. DOI: 10.1097/00007632-199608010-00022
|
[15] |
KOPPERDAHL D L, MORGAN E F, KEAVENY T M, et al. Quantitative computed tomography estimates of the mechanical properties of human vertebral trabecular bone. J Orthop Res,2002,20(4): 801–805. DOI: 10.1016/S0736-0266(01)00185-1
|
[16] |
RHO J Y, HOBATHO M C, ASHMAN R B. Relations of mechanical properties to density and CT numbers in human bone. Med Eng Phys,1995,17(5): 347–355. DOI: 10.1016/1350-4533(95)97314-F
|
[17] |
PANJABI M, DVORAK J, CRISCO J J, et al. Flexion, extension, andlateral bending of the upper cervical spine in response toalarligament transections. J Spinal Disord,1991,4(2): 157–167. DOI: 10.1097/00002517-199106000-00005
|
[18] |
BROlIN K, HALLDIN P. Development of a finite element model of the upper cervical spine and a parameter study of ligament characteristics. Spine,2004,29(4): 376–385. DOI: 10.1097/01.BRS.0000090820.99182.2D
|
[19] |
夏虹, 赵卫东, 黄文华, 等. 寰椎不同类型骨折对上颈椎稳定性影响的生物力学研究. 中国临床解剖学杂志,2003,21(5). DOI: 10.13418/j.issn.1001-165x.2003.05.033
|
[20] |
KALLEMEYN N, GANDHIET A, KODE S, et al. Validation of a C2-C7 cervical spine finite element model using specimen-specific flexibility data. Med Eng Phys,2010,32(5): 482–489. DOI: 10.1016/j.medengphy.2010.03.001
|