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The energy level of materials was derived from experimental as well as theoretical calculation.
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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.
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.
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.
Options for particle size stabilization are discussed and criteria for the selection of encapsulation materials are derived.
However, these materials are derived from peptide sequences that do not lend themselves to cell adhesion, migration, or proliferation.
The strain energy densities for initially stressed neo-Hookean and Mooney materials are derived as special sub-cases.
The stiffness and the strength of block lattice truss materials were derived, as well as polyhedrical yield surfaces.
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