Mini review
Stiffness of Three-Phase Concentric Composite Solids
Victor Birman*
Department of Mechanical and Aerospace Engineering, Missouri University of Science and Technology, Rolla, Missouri, USA
Victor Birman, Department of Mechanical and Aerospace Engineering, Missouri University of Science and Technology, Rolla, Missouri, USA.
Received Date: October 01, 2020; Published Date: October 09, 2020
Abstract
There are numerous examples of three-phase concentric composites, including coated fiber-reinforced materials and syntactic foams. The stiffness of such three-phase materials is usually investigated by micromechanical methods specified for this particular case. For example, Luo and Weng presented solutions for three-phase concentric spheres [1] and for three-phase concentric cylinders models [2] of an inclusion, a coating (“intermediate matrix”), and a matrix using the Mori–Tanaka method. Among numerous studies of three-phase or multi-phase composites one can mention [3-6].
The present approach employs a combination of two-phase matrix-inclusion models to determine the stiffness of a three-phase solid. The advantage of the proposed method is its simplicity, i.e. a reduction of the three-phase composite micromechanics to a superposition of available two-phase solutions, without a need in additional analytical procedures. This method is also universal and can be applied with any micromechanical theory available for two-phase composites.
Keywords: Composite materials; Micromechanics; Coated fibers; Syntactic foams
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Victor Birman. Stiffness of Three-Phase Concentric Composite Solids. Glob J Eng Sci. 6(3): 2020. GJES.MS.ID.000640.
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