Pages that link to "Item:Q3529432"
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The following pages link to Introduction to Micromechanics and Nanomechanics (Q3529432):
Displaying 8 items.
- Microporomechanics (Q5478312) (← links)
- The solid angle and the Burgers formula in the theory of gradient elasticity: line integral representation (Q5964458) (← links)
- An FFT‐based Galerkin method for the effective permeability of porous material (Q6071439) (← links)
- An introduction to kernel and operator learning methods for homogenization by self-consistent clustering analysis (Q6159333) (← links)
- \(\boldsymbol{J}\)-, \(M\)- and \(\boldsymbol{L}\)-integrals of line charges and line forces (Q6174658) (← links)
- Prediction of effective elastic moduli of rocks using graph neural networks (Q6202965) (← links)
- Finite temperature atomistic-informed crystal plasticity finite element modeling of single crystal tantalum (\(\alpha\)-Ta) at micron scale (Q6554087) (← links)
- Virtual clustering analysis for phase field model of quasi-static brittle fracture (Q6630925) (← links)
