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An engineer method for the evaluation of mechanical stability and resistance of polymeric materials is derived.
An engineering method for the evaluation of mechanical resistance of microporous materials is derived.
A mechanical model for analyses of rapid deformation and fracture in three-dimensional fiber materials is derived.
A phenomenological energy-based model for stress-softening of isotropic, incompressible hyperelastic rubberlike materials is derived here.
A micromechanical model for cohesive materials is derived by considering their underlying microstructure conceptualized as a collection of grains interacting through pseudo-bonds.
A new piecewise-polynomial interface method (PIM) for discretizing elliptic problems with complex interfaces between high-contrast materials is derived, analyzed and tested.
Similar(44)
Three-dimensional Green's functions and their arbitrary order derivatives in general anisotropic magneto-electro-elastic materials are derived by using Fourier transform.
There is ample indication of the former type, even if the regions from which specific materials were derived are not easy to pinpoint.
The energy level of materials was derived from experimental as well as theoretical calculation.
The properties of these materials are derived from flexural vibrations of free-clamped beams.
The formulae for effective diffusion coefficients across interfaces between materials are derived for general polyhedral meshes.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com