SummaryObjectiveFinite element (FE) models of the cervical spine have been used with increasing geometric fidelity to predict load transfer and range of motion (ROM) for normal, injured, and treated spines. However, FE modelers frequently treat the facet cartilage as a simple slab of constant thickness, impeding the accuracy of FE analyzes of spine kinematics and kinetics. Accurate prediction of facet joint contact forces and stresses, ROM, load transfer, and the effects of facet arthrosis require accurate representation of the geometry of the articular cartilage of the posterior facets. Previous research has described the orientations of the facet surfaces, their size and aspect ratio, and mean and maximum thickness. However, the perimeter...
The spinal facet joints are known to be an important component in the kinematics of the spine and pl...
International audienceCervical traumas are among the most common events leading to serious spinal co...
Due to its ability to represent intricate systems with material nonlinearities as well as irregular ...
SummaryObjectiveFinite element (FE) models of the cervical spine have been used with increasing geom...
In human spine, any ligamentous injury, degenerated disc or facetectomy leads to certain degrees of ...
<p><b>Objectives:</b> The objective of this study was to investigate the influence of morphological ...
The complex motion and geometry of the spine in the cervical region makes it difficult to determine ...
Finite element (FE) analysis is a tool that can be used to investigate the mechanics of complex stru...
Finite element (FE) models have frequently been used to analyze spine biomechanics. Material paramet...
AbstractThe complex motion and geometry of the spine in the cervical region makes it difficult to de...
Aim: The aim of following study is to simulate different types of loading on cervical vertebra and t...
Purpose: Using micro-CT and finite element analysis to establish regional variation microarchitectur...
Mathematical cervical spine models allow for studying of impact loading that can cause whiplash asso...
Facet joint arthrosis causes pain in approximately 7 % of the U.S. population, but current trea...
Approximately 25% of cervical arthrodesis patients require reoperation within 10 years of the initia...
The spinal facet joints are known to be an important component in the kinematics of the spine and pl...
International audienceCervical traumas are among the most common events leading to serious spinal co...
Due to its ability to represent intricate systems with material nonlinearities as well as irregular ...
SummaryObjectiveFinite element (FE) models of the cervical spine have been used with increasing geom...
In human spine, any ligamentous injury, degenerated disc or facetectomy leads to certain degrees of ...
<p><b>Objectives:</b> The objective of this study was to investigate the influence of morphological ...
The complex motion and geometry of the spine in the cervical region makes it difficult to determine ...
Finite element (FE) analysis is a tool that can be used to investigate the mechanics of complex stru...
Finite element (FE) models have frequently been used to analyze spine biomechanics. Material paramet...
AbstractThe complex motion and geometry of the spine in the cervical region makes it difficult to de...
Aim: The aim of following study is to simulate different types of loading on cervical vertebra and t...
Purpose: Using micro-CT and finite element analysis to establish regional variation microarchitectur...
Mathematical cervical spine models allow for studying of impact loading that can cause whiplash asso...
Facet joint arthrosis causes pain in approximately 7 % of the U.S. population, but current trea...
Approximately 25% of cervical arthrodesis patients require reoperation within 10 years of the initia...
The spinal facet joints are known to be an important component in the kinematics of the spine and pl...
International audienceCervical traumas are among the most common events leading to serious spinal co...
Due to its ability to represent intricate systems with material nonlinearities as well as irregular ...