A self-consistent mechanics of composite materials This is the ' self-consistent method ' of HERSHEY (1954) and KKEII (1958), originally proposed for aggregates of crystals In that connexion it lias recently been reviewed and elaborated by the writer (1965a)
A self-consistent mechanics of composite materials For self-consis ency the orientation average of the inclusion stress or strain is set equal to the overall stress or strain The result is an implicit tensor formula or the macroscopic moduli
A self-consistent mechanics of composite materials - ADS T HEMACROSCOPIC elastic moduli of two-phase composites are estimated by a method that takes account of the inhomogeneity of stress and strain in a way similar to the Hershey-Kröner theory of crystalline aggregates
Self-Consistent Mechanics of Composites | PDF | Composite Material . . . The document presents a self-consistent mechanics approach for estimating the macroscopic elastic moduli of two-phase composite materials, accounting for inhomogeneity in stress and strain It builds on the Hershey-Kroner theory and provides detailed results for isotropic dispersions of spheres
A self-consistent mechanics of composite materials - 科研通 Themacroscopic elastic moduli of two-phase composites are estimated by a method that takes account of the inhomogeneity of stress and strain in a way similar to the Hershey-Kröner theory of crystalline aggregates
A self-consistent mechanics of composite materials T hemacroscopic elastic moduli of two-phase composites are estimated by a method that takes account of the inhomogeneity of stress and strain in a way similar to the Hershey-Kröner theory of crystalline aggregates
A self-consistent mechanics of composite materials_百度文库 A SELF-CONSISTENT MECHANICS OF COMPOSITE MATERIALS Ry R HILL lhzpartrncnt of Applied Nuthenlutics and Theoretical Physics, University of Cambridge to be continuous The solution, certainly unique when the tensors of moduli are positive definite, has the character of a uniform field locally perturbed in the SUMMARY