Phase-Transformation-Stress Interactions in Composite Materials I - Ceniga, Ladislav
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This book presents original mathematical models of phase-transformation stress interactions in composite materials, which result from the superposition method, along with mathematical models of micro-/macro-strengthening and intercrystalline or transcrystalline crack formation, which are induced by these stress-field interactions. The mathematical determination results from mechanics of an isotropic elastic continuum. The materials consist of an isotropic matrix with isotropic ellipsoidal inclusions. These stresses are a consequence of the difference between dimensions of crystalline lattices,…mehr

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Produktbeschreibung
This book presents original mathematical models of phase-transformation stress interactions in composite materials, which result from the superposition method, along with mathematical models of micro-/macro-strengthening and intercrystalline or transcrystalline crack formation, which are induced by these stress-field interactions. The mathematical determination results from mechanics of an isotropic elastic continuum. The materials consist of an isotropic matrix with isotropic ellipsoidal inclusions. These stresses are a consequence of the difference between dimensions of crystalline lattices, which are mutually transformed during the phase-transformation process in the inclusions or the matrix.The mathematical models include microstructural parameters of a real matrix-inclusion composite, and are applicable to composites with ellipsoidal inclusions of different morphology. In case of a real matrix-inclusion composite, such numerical values of the parameters can be determined, which result in maximum values of the micro- and macro-strengthening, and which define limit states with respect to the inter- or transcrystalline crack formation in the matrix the ellipsoidal inclusion.
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Autorenporträt
Dr. Ladislav Ceniga, DSc. (Institute of Materials Research, Slovak Academy of Sciences, Kosice, Slovak Republic) works on mathematical models of stresses in composites.