Pages that link to "Item:Q2209141"
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The following pages link to `Universal' microstructural patterns in cortical and trabecular, extracellular and extravascular bone materials: micromechanics-based prediction of anisotropic elasticity (Q2209141):
Displaying 26 items.
- Numerical evaluation of mean-field homogenisation methods for predicting shale elastic response (Q341534) (← links)
- Coupling systems biology with multiscale mechanics, for computer simulations of bone remodeling (Q465736) (← links)
- Hierarchy of bone microdamage at multiple length scales (Q882168) (← links)
- Theoretical modeling of fluid flow in cellular biological media: an overview (Q975952) (← links)
- Ductile sliding between mineral crystals followed by rupture of collagen crosslinks: experimentally supported micromechanical explanation of bone strength (Q1625868) (← links)
- Mineral-collagen interactions in elasticity of bone ultrastructure -- a continuum micromechanics approach (Q1767579) (← links)
- Physically based 3D finite element model of a single mineralized collagen microfibril (Q1784303) (← links)
- Bone fibrillogenesis and mineralization: quantitative analysis and implications for tissue elasticity (Q1786419) (← links)
- Estimation of the effective bone-elasticity tensor based on \(\mu\)CT imaging by a stochastic model. A multi-method validation (Q1788169) (← links)
- Mineralization-driven bone tissue evolution follows from fluid-to-solid phase transformations in closed thermodynamic systems (Q1790742) (← links)
- Fibrillar structure and elasticity of hydrating collagen: a quantitative multiscale approach (Q2013289) (← links)
- A multiscale data-driven approach for bone tissue biomechanics (Q2021168) (← links)
- Transient acoustic wave propagation in bone-like porous materials using the theory of poroelasticity and fractional derivative: a sensitivity analysis (Q2217758) (← links)
- Multiscale poro-elasticity of densifying calcium-silicate hydrates in cement paste: an experimentally validated continuum micromechanics approach (Q2295772) (← links)
- Is trabecular bone permeability governed by molecular ordering-induced fluid viscosity gain? Arguments from re-evaluation of experimental data in the framework of homogenization theory (Q2351380) (← links)
- Micro-macro numerical modelling of bone regeneration in tissue engineering (Q2638030) (← links)
- Homogenization of bone elasticity based on tissue-independent (‘universal’) phase properties (Q2955060) (← links)
- Effects of the axial variations of porosity and mineralization on the elastic properties of the human femoral neck (Q2964695) (← links)
- Multiscale characterization of human cortical bone (Q2964708) (← links)
- On the effective anisotropic elastic properties of porous hydroxyapatite, porous collagen, and cortical bone: A homogenization scheme with percolation threshold concept (Q3304171) (← links)
- Computational Multiscale Model for NATM Tunnels: Micromechanics-Supported Hybrid Analyses (Q3447727) (← links)
- A computational continuum model of poroelastic beds (Q4647166) (← links)
- Multiscale modeling of elastic properties of cortical bone (Q5962237) (← links)
- Stress average rule derived through the principle of virtual power (Q6152395) (← links)
- Non‐affine fiber kinematics in arterial mechanics: a continuum micromechanical investigation (Q6153010) (← links)
- Phase field modelling and simulation of damage occurring in human vertebra after screws fixation procedure (Q6630908) (← links)
