Detail publikace
Estimation of Orthotropic Mechanical Properties of Human Alveolar Bone
MARCIÁN, P. LOŠÁK, P. KAISER, J. BORÁK, L.
Anglický název
Estimation of Orthotropic Mechanical Properties of Human Alveolar Bone
Typ
Stať ve sborníku v databázi WoS či Scopus
Jazyk
en
Originální abstrakt
In computational simulations of biomechanical problems, cancellous bone has often been modeled as a homogeneous, linear isotropic or orthotropic continuum. However, a need for higher modeling level is topical when it comes to simulations related to the dental implantology. The purpose of this study is to analyze cancellous bone specimens from alveolar bone, to estimate their apparent mechanical properties (assuming linear orthotropy) and to discuss their applicability in computational simulations of dental implantology problems. For this purpose, four cancellous bone segments from the first premolar region of human mandible were scanned on μCT device and subsequently analyzed using methods of biomechanical finite element simulations. In combination with the standard equations of mechanics of materials for calculating beam stiffness, nine independent elastic constants of linear orthotropic material model were determined for all analyzed segments. The results confirmed that the elastic constants are strongly dependent on the quality of the analyzed segment and its topology. It was concluded that this type of material model should be used only in cases where the stresses and strains in the bone itself are not of main concern. Otherwise, the information about the histomorphometry data should be inseparable part of each such model.
Klíčová slova anglicky
Bone, Mandible, FEM, micro-CT
Vydáno
2016-05-09
ISBN
978-80-87012-59-8
Kniha
Engineering Mechanics 2016
Strany od–do
370–373
Počet stran
4
BIBTEX
@inproceedings{BUT127222,
author="Petr {Marcián} and Petr {Lošák} and Jozef {Kaiser} and Libor {Borák}",
title="Estimation of Orthotropic Mechanical Properties of Human Alveolar Bone",
booktitle="Engineering Mechanics 2016",
year="2016",
pages="370--373",
isbn="978-80-87012-59-8"
}