Closed-form second-gradient constitutive tensors are derived for a hexagonal lattice of axial bars with three stiffnesses, extending the classical Cauchy homogenization to nonlocal elasticity.
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Identification of second-gradient elastic materials from planar hexagonal lattices. Part I: Analytical derivation of equivalent constitutive tensors
Closed-form second-gradient constitutive tensors are derived for a hexagonal lattice of axial bars with three stiffnesses, extending the classical Cauchy homogenization to nonlocal elasticity.