Pages that link to "Item:Q338788"

The following pages link to Variational foundations and generalized unified theory of RVE-based multiscale models (Q338788):

Displaying 38 items.

• Cohesive surface model for fracture based on a two-scale formulation: computational implementation aspects (Q341546) (← links)
• On multiscale significance of Rice's normality structure (Q986902) (← links)
• A mixed parallel strategy for the solution of coupled multi-scale problems at finite strains (Q1753914) (← links)
• Multi-scale modelling of arterial tissue: linking networks of fibres to continua (Q1986658) (← links)
• Computational design of locally resonant acoustic metamaterials (Q1986770) (← links)
• High performance reduction technique for multiscale finite element modeling (HPR-FE\(^2\)): towards industrial multiscale FE software (Q2022046) (← links)
• A general, implicit, finite-strain FE\(^2\) framework for the simulation of dynamic problems on two scales (Q2039075) (← links)
• The concept of representative crack elements (RCE) for phase-field fracture: transient thermo-mechanics (Q2133894) (← links)
• Anisotropic yield models for lattice unit cell structures exploiting orthotropic symmetry (Q2136763) (← links)
• Formulation and numerical implementation of a variationally consistent multi-scale model based on second-order computational homogenisation at finite strains for quasi-static problems (Q2138727) (← links)
• Towards shock absorbing hyperelastic metamaterial design. I: Macroscopic scale: computational shock-capturing (Q2138769) (← links)
• Direct \(\mathrm{FE}^2\) modeling of heterogeneous materials with a micromorphic computational homogenization framework (Q2138852) (← links)
• Multiscale numerical analyses of arterial tissue with embedded elements in the finite strain regime (Q2236996) (← links)
• On the efficient enforcement of uniform traction and mortar periodic boundary conditions in computational homogenisation (Q2237432) (← links)
• Homogenization of the Navier-Stokes equations by means of the multi-scale virtual power principle (Q2308937) (← links)
• A computational multiscale homogenization framework accounting for inertial effects: application to acoustic metamaterials modelling (Q2310216) (← links)
• Thermodynamically consistent multiscale homogenization for thermo-poroplastic materials (Q2421809) (← links)
• A numerical insight on the pericellular matrix and elastin fibers in the multiscale mechanics of tendon fascicles (Q2422404) (← links)
• Space-charge polarization by confined ion migration in microstructured solid dielectrics (Q2664976) (← links)
• Model reduction in computational homogenization for transient heat conduction (Q2665032) (← links)
• DeepBND: a machine learning approach to enhance multiscale solid mechanics (Q2687559) (← links)
• A variational RVE-based multiscale poromechanical formulation applied to soft biological tissues under large deformations (Q2692843) (← links)
• Novel multiscale models in a multicontinuum approach to divide and conquer strategies (Q6040754) (← links)
• Second-order homogenisation of crystal plasticity and martensitic transformation (Q6049516) (← links)
• Second-order multi-scale modelling of natural and architected materials in the presence of voids: formulation and numerical implementation (Q6062475) (← links)
• A fully second‐order homogenization formulation for the multi‐scale modeling of heterogeneous materials (Q6092264) (← links)
• Multiscale computational modeling of arterial micromechanics: a review (Q6497156) (← links)
• On a volume averaged measure of macroscopic reinforcement slip in two-scale modeling of reinforced concrete (Q6497750) (← links)
• Computational homogenization of unsteady flows with obstacles (Q6537429) (← links)
• Modeling polycrystalline materials with elongated grains (Q6555369) (← links)
• A homogenization method for ductile-brittle composite laminates at large deformations (Q6565731) (← links)
• A framework for implementation of RVE-based multiscale models in computational homogenization using isogeometric analysis (Q6569292) (← links)
• Multiscale formulation for saturated porous media preserving the representative volume element size objectivity (Q6569902) (← links)
• A second-order multiscale model for finite-strain poromechanics based on the method of multiscale virtual power (Q6616457) (← links)
• A reduced-order computational homogenization framework for locally resonant metamaterial structures (Q6630911) (← links)
• Multiscale contact homogenisation: a novel perspective through the method of multiscale virtual power (Q6641932) (← links)
• Transient computational homogenization of heterogeneous poroelastic media with local resonances (Q6648526) (← links)
• Second-order computational homogenization for bridging poromechanical scales under large deformations (Q6663286) (← links)