References
- Borodkin , J. L. and Hollister , S. J. , ( 1995 ). Homogenization and direct estimates of trabecular tissue strains . ASME Bioengineering Conference, BED 29 , 297 – 298 .
- Carter , D. R. and Hayes , W. C. , (|y|1977y). The compressive behavior of bone as a two-phase porous structure. Journal of Bone and Joint Surgery , 59A , 954 – 962 .
- Edidin , A. A. , Dawson , J. M. , Zhu , M. and Chinchalkar , S. , ( 1993 ). Direct estimation of the modulus of cancellous bone using a variable-stiffness model. Transactions of Orthopaedic Research Society , 18 , 589.
- Fyhrie , D. P. , Hamid , M. S. , Kuo , R. F. and Lang , S. M. , (|y|1992y). Direct three-dimensional finite element analysis of human vertebral cancellous bone. Transactions of Orthopaedic Research Society , 17 , 551.
- Fyhrie , D. P. and Hou , F. J. , ( 1995 ). Prediction of human vertebral cancellous bone strength using non-linear . anatomically accurate, large-scale, finite element analysis. Proceedings of the ASME Bioengineering Conference, BED 29 , 301 – 302 .
- Gibson , L. J. , ( 1985 ). The mechanical behavior of cancellous bone. Journal of Biomechanics , 18 , 317 – 328 .
- Guldberg , R. E. and Hollister , S. J. , ( 1994 ). Finite element solution errors associated with digital image-based mesh generation . ASME Bioengineering Conference. BED- 28 , 147 – 148 .
- Harrigan , T. P. , Jasty , M. , Mann , R. W. and Harris , W. H. , ( 1988 ). Limitations of the continuum assumption in cancellous bone. Journal of Biomechanics , 21 , 269 – 275 .
- Hollister , S. J. , Brennan , J. M. and Kikuchi , N. , ( 1994 ). A homogenization sampling procedure for calculating trabecular bone effective stiffness and tissue level stress . Journal of Biomechanics , 27 , 433 – 444 .
- Keaveny , T. M. and Hayes , W. C. , ( 1993 ). A 20-year perspective on the mechanical properties of trabecular bone . Journal of Biomechanicai Engineering , 115 , 534 – 542 .
- Keaveny , T. M. , Borchers , R. E. , Gibson , L. J. and Hayes , W. C. , ( 1993 ). Theoretical analysis of the experimental artifact in trabecular bone compressive modulus . Journal of Biomechanics , 26 , 599 – 607 .
- Keller , T. S. , ( 1994 ). Predicting the compressive mechanical behavior of bone . Journal of Biomechanics , 27 , 1159 – 1168 .
- Lorensen , W. E. and Cline , H. E. , ( 1987 ). Marching Cubes: A High Resolution 3D Surface Construction Algorithm . Computer Graphics , 21 ( 4 ), 163 – 169 .
- Müller , R. and Rüegsegger , P. , ( 1995 ). Three-Dimensional Finite Element Modelling of Non-lnvasivcly Assessed Trabecular Bone Structures. Medical Engineering and Physics , 17 ( 2 ), 126 – 133 .
- Octave , M. and Piedigrosso , J. , ( 1997 ). Visualization software for 3D trabecular bones as a support for a diagnostic process A critical application of the TRIDENT methodological framework. M. S. Thesis. Computer Science. Institution of Information. University of Namur , Namur. Belgium .
- Rho , J. Y. , Ashman , R. B. and Turner , C. H. , ( 1993 ). Young's modulus of trabecular and cortical bone material ultrasonic and microtensile measurements. Journal of liiomechanics. 26. 111 – 119 .
- Schroeder , W. , Martin , K. and Lorensen , B. , The Visualization Toolkit — An Object-Oriented Approach to 3D Graphics. ( Prentice Hall PTR , 1996 ).
- Sullivan , J. M. Jr. , Charron , G. and Paulsen , K. D. , ( 1997 ). A three-dimensional mesh generator for arbitrary multiple material domains. Finite Elements in Analysis and Design , 25 ( 3–4 ). pp219–241|pp.
- van Rietbergen , B. , ( 1996 ). Mechanical behavior and adaptation of trabecular hone in relation to bone morphology , ( Ponscn and Looijen bv , Wageningen ).
- Williams , J. L. and Lewis , J. L. , (|y|1982y). Properties and an Isotropic Model of Cancellous Bone From the Proximal ; Tibial Epiphysis. Journal of Biomechanical Engineering , 104. 50 – 56 .
- Zhu , M. , Keller , T. S. , Moeljahto , E. and Spengler , D. M. , (|y|1994y). Multiplanar variations in the structural characteristics of cancellous bone. Hone , 15 ( 3 ), p251–259. p