On elastic behaviour of fibre reinforced materials of arbitrary transverse phase geometry☆
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2023, International Journal of Solids and StructuresCitation Excerpt :Accordingly, they must fulfill the appropriate three-phase Hashin–Shtrikman–Willis bounds (Willis, 1977). Furthermore, it is possible to exploit the equivalent inhomogeneities to set up two-phase Hashin–Shtrikman bounds (Hashin, 1965, 1983), Hashin–Shtrikman–Willis bounds or three-point bounds (Torquato, 2002). Four sets of generic, linear elastic constituent data, M1 to M4, were used in the study, which were primarily selected to cover widely different points in the pertinent parameter space.
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Supported by the National Aeronautics and Space Sciences Administration under Contract NASW-817, with Space Sciences Laboratories, General Electric Company, Philadelphia, Pennsylvania.
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Consultant to Space Sciences Laboratories, General Electric Company, Philadelphia, Pennsylvania.