A mathematical model employing the concept of the energy-equivalent inhomogeneity
combined with the method of conditional moments has been applied to analyze short-fiber …

The basic approaches used in mathematical models and general methods for solution of the
equations of the mechanics of stochastic composites are generalized. They can be reduced …

A new approach to modeling of progressive damage of interphases in random particulate
composites is proposed. In the model the interphases are represented by layers of springs …

A model for randomly distributed, unidirectional, short-fiber composites with the spring layer
model of interphases is presented and evaluated by means of numerical examples. It …

A mathematical model based on the method of conditional moments combined with a new
notion of the energy-equivalent inhomogeneity is presented and applied in the investigation …

A concept of equivalent inhomogeneity is adopted to facilitate analysis of effective properties
of particulate composites with surface-varying interphases. The basic idea is to replace the …

The details of the method of conditional moments are described in the context of random
composites with orthotropic constituents to demonstrate its capability and versatility. To this …

A mathematical model based on the method of conditional moments combined with a notion
of the energy-equivalent inhomogeneity is adopted here in the investigation of the effective …

An approach to thermo-mechanical analysis of effective properties of transversely isotropic,
parallel, short-fiber, random composites with various models of anisotropic interphases …

A statistical model describing the coupled deformation and damage of composites with
porous transversely isotropic and orthotropic components is proposed. The mechanism of …