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In this work we develop a computational model of composites incorporating key morphological features of nacre's microstructure.
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The effect of matrix cracks is included in an analytical model of composite box-beam.
Firstly, an effective permittivity model of composite with interfacial shell is established.
The 3D model of composite component created in knowledge-base system can be modified by parameter driving.
Firstly, the finite element model of composite tape sinusoidal specimen is constructed and is validated by experiments.
A Timoshenko model of composite beam is also derived and used for diagnostic purposes.
This three-phase model represents a self-consistent model or an approximate model of composite having periodically distributed inclusions.
Additionally, the present model of thick plate model can be degenerated to the model of composite cross-ply laminated Kirchhoff plate and Mindlin plate of couple stress theory.
A user-defined material subroutine (VUMAT) is used to define Hashin's 3D damage constitutive model of composite.
The concurrent topology optimization model of composite macrostructure and multi-phase periodic microstructure is built, where constraints are imposed on the material volumes.
The identification problem assumes different mechanical behaviours related to non-linear model of composite laminate shell including elasticity, plasticity, viscoelasticity, viscoelasticity and damage.
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CEO of Professional Science Editing for Scientists @ prosciediting.com