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Advances in Multiscale and Multifield Solid Material Interfaces
A mathematical model employing the concept of energy-equivalent inhomogeneity is applied
to analyze short cylindrical fiber composites with interfaces described by the Steigmann–Ogden
material surface model. Real inhomogeneity consists of a cylindrical fiber of finite length, and its
surface possessing different properties is replaced by a homogeneous, energy-equivalent cylinder.
The properties of the energy-equivalent fiber, incorporating properties of the original fiber and its
interface, are determined on the basis of Hill’s energy equivalence principle
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