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The tensor generators for the stresses and moduli are evaluated in detail and some representative numerical examples are presented.
The calculated values are satisfactory compared with the experimental results from the elastic constants obtained, the mechanical moduli are evaluated using the strain stress method.
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The accuracy of the constructed master curves of the relaxation moduli were evaluated in a fairly wide time range and at the boundaries.
By fitting experimental heat capacity and thermal expansivity data below the Debye temperatures, an estimation of Poisson's ratio was obtained and Young's and shear moduli were evaluated.
However, for structures, we mostly assume the external loads to be given, while in the design for material moduli, the loads are evaluated from forced displacements and the loads are therefore design dependent.
Some conventional micromechanics methods for estimating the effective moduli of microcracked materials are evaluated by comparing with the numerical results.
The effects of several key micro-structural parameters on the local stress fields and on the effective elastic moduli of fiber-reinforced composites are evaluated.
The effective moduli of a multi-scale composite are evaluated by a bottom-up (hierarchical) modeling approach.
For each material, Young's and shear moduli in the principal processing directions are evaluated and the symmetry and orientation of the anisotropy are identified.
The IPCs with the TPMS architectures are modeled using the finite element method, and their effective elastic properties (uniaxial, shear, and bulk moduli, anisotropy index, Poisson's ratio) are evaluated and compared with those of traditional composites (particulate and fibrous).
Based on the developed methodology, the effective mechanical properties of plain weave and twill are evaluated, including their bending moduli and characteristic flexural lengths.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com