Analysis of nonlinear responses of adherent epithelial cells probed by magnetic bead twisting: A finite element model based on a homogenization approach.
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Young's modulus of elasticity of Schlemm's canal endothelial cells.Cell morphology and focal adhesion location alters internal cell stressFinite-element stress analysis of a multicomponent model of sheared and focally-adhered endothelial cellsFocal Adhesion Induction at the Tip of a Functionalized Nanoelectrode.Multiscale evaluation of cellular adhesion alteration and cytoskeleton remodeling by magnetic bead twisting.A method for time-resolved measurements of the mechanics of phagocytic cupsPrestress and adhesion site dynamics control cell sensitivity to extracellular stiffness.QxDB: a generic database to support mathematical modelling in biology.Image-based finite element modeling of alveolar epithelial cell injury during airway reopening.Mapping the cytoskeletal prestress.Out-of-equilibrium dynamics in the cytoskeleton of the living cell.Cell and biomolecular mechanics in silico.Constitutive material modeling of cell: a micromechanics approach.Estimation of cell Young's modulus of adherent cells probed by optical and magnetic tweezers: influence of cell thickness and bead immersion
P2860
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P2860
Analysis of nonlinear responses of adherent epithelial cells probed by magnetic bead twisting: A finite element model based on a homogenization approach.
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name
Analysis of nonlinear response ...... on a homogenization approach.
@en
type
label
Analysis of nonlinear response ...... on a homogenization approach.
@en
prefLabel
Analysis of nonlinear response ...... on a homogenization approach.
@en
P2093
P50
P356
P1476
Analysis of nonlinear response ...... d on a homogenization approach
@en
P2093
Jacques Ohayon
Philippe Tracqui
Sophie Féréol
Valérie M Laurent
P2860
P304
P356
10.1115/1.1824136
P577
2004-12-01T00:00:00Z