Biomechanics of vertebral level, geometry, and transcortical tumors in the metastatic spine

Journal of Biomechanics

Volumn 40, Issue 1, 2007, Pages 46-54

  Tschirhart, Craig E ^a   Finkelstein, Joel A ^a   Whyne, Cari M ^a  

^a SUNNYBROOK RESEARCH INSTITUTE   (Canada)

Author keywords

Burst fracture; Finite element; Geometry; Kyphosis; Metastases; Spine

Indexed keywords

COMPUTER SIMULATION; MUSCULOSKELETAL SYSTEM; NEUROLOGY; PATIENT TREATMENT; RISK ASSESSMENT; TUMORS;

BURST FRACTURE; KYPHOSIS; METASTASES;

BIOMECHANICS;

ARTICLE; BIOMECHANICS; COMPARATIVE STUDY; FINITE ELEMENT ANALYSIS; GEOMETRY; PRIORITY JOURNAL; RISK ASSESSMENT; SPINE FRACTURE; SPINE METASTASIS; SPINE STABILIZATION; SPINE TUMOR; THORACIC SPINE; VERTEBRA; VERTEBRA BODY;

BIOMECHANICS; FINITE ELEMENT ANALYSIS; HUMANS; MODELS, ANATOMIC; MODELS, BIOLOGICAL; RISK FACTORS; SPINAL FRACTURES; SPINAL NEOPLASMS; THORACIC VERTEBRAE;

EID: 33751548652     PISSN: 00219290     EISSN: None     Source Type: Journal    
DOI: 10.1016/j.jbiomech.2005.11.014     Document Type: Article

References (33)

1. Argoubi M., and Shirazi-Adl A. Poroelastic creep response analysis of a lumbar motion segment in compression. Journal of Biomechanics 29 10 (1996) 1331-1339
2. Berry J.L., Moran J.M., Berg W.S., and Steffee A.D. A morphometric study of human lumbar and selected thoracic vertebrae. Spine 12 4 (1987) 362-367
3. Brown T.D., and Vrahas M.S. The apparent elastic modulus of the juxtarticular subchondral bone of the femoral head. Journal of Orthopaedic Research 2 1 (1984) 32-38
4. Bryant J.D., David T., Gaskell P.H., King S., and Lond G. Rheology of bovine bone marrow. Proceedings of the Institution of Mechanical Engineers 203 (1989) 71-75
5. Duncan N.A., and Lotz J.C. Experimental validation of a porohyperelastic finite element model of the annulus fibrosis. Computer Methods in Biomechanics and Biomedical Engineering-2 (1998), Gordon and Breach Science Publishers, London pp. 527-534
6. Hong J.H., Ah J.H., Lim T.H., and An H.S. Correlation among permeability, apparent density, and porosity of human lumbar vertebral trabecular bone (1998), Transactions of the 44th Annual Meeting: Orthopaedic Research Society, New Orleans
7. Kim Y. Prediction of mechanical behaviors at interfaces between bone and two interbody cages of lumbar spine segments. Spine 26 13 (2001) 1437-1442
8. Kopperdahl D.L., and Keaveny T.M. Yield strain behavior of trabecular bone. Journal of Biomechanics 31 7 (1998) 601-608
9. Lotz J.C., Cheal E.J., and Hayes W.C. Fracture prediction for the proximal femur using finite element models: part I-linear analysis. Journal of Biomechanical Engineering 113 4 (1991) 353-360
10. Lotz J.C., Glazer P.A., and Gryler E.C. Tensile properties of the human vertebral endplate (1995), The 22nd Annual Symposium of the International Society for the Study of the Lumbar Spine, Helsinki, Finland
11. Lu Y.M., Hutton W.C., and Gharpuray V.M. Do bending, twisting, and diurnal fluid changes in the disc affect the propensity to prolapse?. A viscoelastic finite element model. Spine 21 22 (1996) 2570-2579
12. Messerer O. Uber elasticitat und festig kei der Meuschhichen knoclion (1880), Stutgart, J.G. Cattaschen, Buchhandling
13. Mosekilde L., Mosekilde L., and Danielsen C.C. Biomechanical competence of vertebral trabecular bone in relation to ash density and age in normal individuals. Bone 8 2 (1987) 79-85
14. Nauman E.A., Fong K.E., and Keaveny T.M. Dependence of intertrabecular permeability on flow direction and anatomic site. Annals of Biomedical Engineering 27 4 (1999) 517-524
15. Panjabi M.M., Takata K., Goel V., Federico D., Oxland T., Duranceau J., and Krag M. Thoracic human vertebrae. Quantitative three-dimensional anatomy. Spine 16 8 (1991) 888-901
16. Panjabi M.M., Oxland T., Takata K., Goel V., Duranceau J., and Krag M. Articular facets of the human spine. Quantitative three-dimensional anatomy. Spine 18 10 (1993) 1298-1310
17. Pooni J.S., Hukins D.W.L., Harris P.F., Hilton R.C., and Davies K.E. Comparison of the structure of human intervertebral discs in the cervical, thoracic, and lumbar regions of the spine. Surgical-Radiologic Anatomy 8 3 (1986) 175-182
18. Roth S.E., Mousavi P., Finkelstein J., Chow E., Kreder H., and Whyne C.M. Metastatic burst fracture risk prediction using biomechanically based equations. Clinical Orthopaedics and Related Research 419 (2004) 83-90
19. Schultz A., Andersson G., Ortengren R., Haderspeck K., and Nachemson A. Loads on the lumbar spine. Validation of a biomechanical analysis by measurements of intradiscal pressures and myoelectric signals. Journal of Bone and Joint Surgery-American Volume 64 5 (1982) 713-720
20. Shirazi-Adl A., Ahmed A.M., and Shrivastava S.C. A finite element study of a lumbar motion segment subjected to pure sagittal plane moments. Journal of Biomechanics 19 4 (1986) 331-350
21. Silva M.J., Hipp J.A., McGowan D.P., Takenchi T., and Hayes W.C. Strength reductions of throracic vertebra in the presence of transcortical osseous defects: effect of defect location, pedicle disruption, and defect size. European Spine Journal 2 (1993) 118-125
22. Silva M.J., Keaveny T.M., and Hayes W.C. Load sharing between the shell and centrum in the lumbar vertebral body. Spine 22 2 (1997) 140-150
23. Simon B.R., Wu J.S.S., Carlton M.W., Kazarian L.E., France E.P., Evans J.H., and Zienkiewicz O.C. Poroelastic dynamic structural models of rhesus spinal motion segments. Spine 10 6 (1985) 494-507
24. Taneichi H., Kaneda K., Takeda N., Abumi K., and Satoh S. Risk factors and probability of vertebral body collapse in metastases of the thoracic and lumbar spine. Spine 22 3 (1997) 239-245
25. Tschirhart C.E., Nagpurkar A., and Whyne C.M. Effects of tumour location, shape and surface serration on burst fracture risk in the metastatic spine. Journal of Biomechanics 37 5 (2004) 653-660
26. Whealan K.M., Kwak S.D., Tedrow J.R., Inoue K., and Snyder B.D. Noninvasive imaging predicts failure load of the spine with simulated osteolytic defects. Journal of Bone and Joint Surgery-American Volume 82 9 (2000) 1240-1251
27. White A.A., and Panjabi M.M. Clinical Biomechanics of the Spine. second ed (1992), JB Lippincott Company, Philadelphia, PA
28. Whyne C.M., Hu S.S., Workman K.L., and Lotz J.C. Biphasic material properties of lytic bone metastases. Annals of Biomedical Engineering 28 9 (2000) 1154-1158
29. Whyne C.M., Hu S.S., and Lotz J.C. Parametric finite element analysis of vertebral bodies affected by tumors. Journal of Biomechanics 34 10 (2001) 1317-1324
30. Whyne C.M., Hu S.S., and Lotz J.C. Biomechanically derived guideline equations for burst fracture risk prediction in the metastatically involved spine. Journal of Spinal Disorders & Techniques 16 2 (2003) 180-185
31. Whyne C.M., Hu S.S., and Lotz J.C. Burst fracture in the metastatically involved spine: development, validation, and parametric analysis of a three-dimensional poroelastic finite-element model. Spine 28 7 (2003) 652-660
32. Wilcox R.K., Allen D.J., Hall R.M., Limb D., Barton D.C., and Dickson R.A. A dynamic investigation of the burst fracture process using a combined experimental and finite element approach. European Spine Journal 13 (2004) 481-488
33. Wong D.A., Fornasier V.L., and MacNab I. Spinal metastases: the obvious, the occult, and the impostors. Spine 15 1 (1990) 1-4