Characterizing anisotropy:​ a new concept

Cruz-Orive, Luis M.; Karlsson, Lars M.; Larsen, Søren E.; Wainschtein, Felix

Affiliations

¹Stereology Unit, Department of Anatomy, University of Berne, P.O. Box 139, CH-3000 Berne 9

Links

Cited Works (1)

Year	Entry
1990	Odgaard A, Jensen EB, Gundersen HJG. Estimation of structural anisotropy based on volume orientation: a new concept. J Microsc (Oxford). February 1990;157(pt 2):149-162.

Cited By (21)

Year	Entry
2001	Odgaard A. Quantification of cancellous bone architecture. In: Cowin SC, ed. Bone Mechanics Handbook. 2nd ed. Boca Raton, FL: CRC Press; 2001:14-1–14-19.
2000	Ding M. Age variations in the properties of human tibial trabecular bone and cartilage. Acta Orthop Scand. 2000;71(suppl 292):1-45.
1997	Odgaard A. Three-dimensional methods for quantification of cancellous bone architecture. Bone. 1997;20(4):315-328.
1999	Kabel J, van Rietbergen B, Odgaard A, Huiskes R. Constitutive relationships of fabric, density, and elastic properties in cancellous bone architecture. Bone. October 1999;25(4):481-486.
1997	Odgaard A, Kabel J, van Rietbergen B, Dalstra M, Huiskes R. Fabric and elastic principal directions of cancellous bone are closely related. J Biomech. 1997;30(5):487-495.
2003	Zysset PK. A review of morphology–elasticity relationships in human trabecular bone: theories and experiments. J Biomech. October 2003;36(10):1469-1485.
2010	Bouxsein ML, Boyd SK, Christiansen BA, Guldberg RE, Jepsen KJ, Müller R. Guidelines for assessment of bone microstructure in rodents using micro-computed tomography. J Bone Miner Res. July 2010;25(7):1468-1486.
2002	Ryan TM, Ketcham RA. Femoral head trabecular bone structure in two omomyid primates. J Hum Evol. August 2002;43(2):241-263.
1998	Smit TH, Schneider E, Odgaard A. Star length distribution: a volume-based concept for the characterization of structural anisotropy. J Microsc (Oxford). September 1998;191(3):249-257.
2004	Ketcham RA, Ryan TM. Quantification and visualization of anisotropy in trabecular bone. J Microsc (Oxford). February 2004;213(2):158-171.
2006	Chiang MY, Wang X, Landis FA, Dunkers J, Snyder CR. Quantifying the directional parameter of structural anisotropy in porous media. Tissue Eng. July 2006;12(6):1597-1606.
2016	Florencio FL. Multiscale Modelling of Trabecular Bone: From Micro to Macroscale [PhD thesis]. Edinburgh, Scotland: University of Edinburgh; 2016.
2009	Moesen M. Modeling of the Geometry and Mechanical Behavior of Bone Scaffolds [PhD thesis]. Katholieke Universiteit Leuven; June 2009.
2011	Yao H. Microstructure-Based Characterization and Modeling of Trabecular Bone Deformation and Failure [PhD thesis]. Southern Methodist University; August 3, 2011.
2011	Su A. The Functional Morphology of Subchondral and Trabecular Bone in the Hominoid Tibiotalar Joint [PhD thesis]. Stony Brook, NY: Stony Brook University; August 2011.
2002	Bellezza AJ. Biomechanical Properties of the Normal and Early Glaucomatous Optic Nerve Head: An Experimental and Computational Study Using the Monkey Model [PhD thesis]. Tulane University; 2002.
2009	Varga P. Prediction of Distal Radius Fracture Load Using HR-PQCT-Based Finite Element Analysis [PhD thesis]. Vienna University of Technology; December 2009.
2001	Boyd SK. Microstructural Bone Adaptation in an Experimental Model of Osteoarthritis [PhD thesis]. Calgary, AB: University of Calgary; January 2001.
2002	Morgan EF-i. The Dependence on Anatomic Site of Trabecular Bone Structure-Function Relationships [PhD thesis]. Berkeley, CA: Berkeley, University of California; 2002.
2003	Bayraktar HH. Multiaxial Strength and Micromechanics of Human Bone [PhD thesis]. Berkeley, CA: Berkeley, University of California; 2003.
2010	Schwen LO. Composite Finite Elements for Trabecular Bone Microstructures [PhD thesis]. Bonn, Germany: Rheinische Friedrich-Wilhelms-Universität Bonn; July 2010.