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Trabecular Shear Stresses Predict <Emphasis Type="Italic">In Vivo</Emphasis> Linear Microcrack Density but not Diffuse Damage in Human Vertebral Cancellous Bone
Authors:Yener N Yeni  Fu J Hou  Traci Ciarelli  Deepak Vashishth  David P Fyhrie
Institution:(1) Bone and Joint Center, Department of Orthopaedic Surgery, Henry Ford Hospital, 2799 West Grand Boulevard, Detroit, MI;(2) Shell International Exploration and Production, Inc., Bellaire Technology Center, 3737 Bellaire Boulevard, Houston, TX;(3) Department of Biomedical Engineering, Room 7046, Rensselaer Polytechnic Institute, 110 8th Street, Troy, NY
Abstract:Linear microcracks and diffuse damage (staining over a broad region) are two types of microscopic damage known to occur in vivo in human vertebral trabecular bone. These damage types might be associated with vertebral failure. Using microcomputed tomography and finite element analysis for specimens of cancellous bone, we estimated the stresses in the trabeculae of human vertebral tissue for inferosuperior loading. Microdamage was quantified histologically. The density of in vivo linear microcracks was, but the diffuse damage area was not, related to the estimates of von Mises stress distribution in the tissue. In vivo linear microcrack density increased with increasing coefficient of variation of the trabecular von Mises stress and with increasing average trabecular von Mises stress generated per superoinferior apparent axial stress. Nonlinear increase in linear crack density, similar to the increase of the coefficient of variation of trabecular shear stresses, with decreasing bone stiffness and bone volume fraction suggests that damage may accumulate rather rapidly in diseases associated with low bone density due to the dramatic increase of shear stresses in the tissue. © 2003 Biomedical Engineering Society. PAC2003: 8719Rr, 8719Xx, 8759Ls, 8759Fm, 8710+e
Keywords:Human vertebral cancellous bone  Trabecular shear stress  Finite element analysis  Linear microcracks  Diffuse damage  Microdamage  Bone volume fraction  BV/TV  Stiffness  Modulus
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