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The embedded inclusion is homogenized via the use of a Mori–Tanaka scheme.
The use of the F.E. method is extended to simulate cured composite behavior with embedded inclusion, and compared to experimental samples loaded in bending.
The piezospectroscopic (PS) properties of chromium-doped alumina allow for embedded inclusion mechanics to be revisited with unique experimental setups that probe the particles' state of stress when the composite is under applied load.
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Modelling and experiments have been performed on phantoms with embedded inclusions.
There remains much unknown about the deformation process of embedded inclusions in a compressive environment during salt tectonics.
Such factors as the volume fraction of inclusions, their aspect ratios and the interaction between individual embedded inclusions were also evaluated in this study.
Secondly, another homogenization step is conducted by considering the particle-reinforced composite as a homogeneous matrix and voids as embedded inclusions.
A direct time-integration scheme is employed for the numerical solution of the equations of rigid body dynamics governing the constraint due to the surrounding membrane motion of the embedded inclusions.
This work is a study of the dielectric properties of composites where each embedded spherical inclusion is surrounded by an inhomogeneous interphase.
Moreover, unlike the dual inclusion theory, which is based on the concept of one inclusion embedded in to the second inclusion, alternate problem is now addressed.
This method is generalized to a composite made of a matrix in which are embedded various inclusions of different radii and properties.
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