Pages that link to "Item:Q1580869"
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The following pages link to The formulation of homogenization method applied to large deformation problem for composite materials (Q1580869):
Displaying 15 items.
- Homogenization in finite thermoelasticity (Q361312) (← links)
- A homogenization theory for elastic-viscoplastic materials with misaligned internal structures (Q422804) (← links)
- Elastoplastic microscopic bifurcation and post-bifurcation behavior of periodic cellular solids (Q597776) (← links)
- Multiscale computational homogenization: review and proposal of a new enhanced-first-order method (Q722881) (← links)
- Microscopic symmetric bifurcation condition of cellular solids based on a homogenization theory of finite deformation (Q1612653) (← links)
- General formulation of the first-order perturbation-based stochastic homogenization method using many random physical parameters for multi-phase composite materials (Q1637942) (← links)
- On the asymptotic expansion treatment of two-scale finite thermoelasticity (Q1659845) (← links)
- Sensitivity strategies in modelling heterogeneous media undergoing finite deformation (Q1861348) (← links)
- Multi-scale modal analysis for axisymmetric and spherical symmetric structures with periodic configurations (Q2309071) (← links)
- Second-order two-scale finite element algorithm for dynamic thermo-mechanical coupling problem in symmetric structure (Q2375157) (← links)
- Modeling large-deformation-induced microflow in soft biological tissues (Q2432281) (← links)
- An atomistic-to-continuum framework for nonlinear crystal mechanics based on asymptotic homogenization (Q2456918) (← links)
- The compaction of blended aggregates of non-spherical linear viscous particles (Q2484794) (← links)
- A novel asymptotic-analysis-based homogenisation approach towards fast design of infill graded microstructures (Q2664986) (← links)
- Concurrent multiscale and multi-material optimization method for natural vibration design of porous structures (Q6499904) (← links)