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pro vyhledávání: '"Houman Bedayat"'
Autor:
Houman Bedayat, Arash Dahi Taleghani
Publikováno v:
Computers & Geosciences. 76:72-79
We developed a method and presented it as a Mathematica code to calculate the stress and strain fields inside and outside of two interacting ellipsoidal inhomogeneities with arbitrary orientation with respect to each other, using the Eshelby techniqu
Autor:
Christopher J. Wohl, Curtis Hickmott, Brian W. Grimsley, Alireza Forghani, Brian Coxon, Houman Bedayat, Anoush Poursartip
Publikováno v:
American Society for Composites 2017.
Wrinkles, puckers and fiber bridging are among the major issues encountered in Automated Fiber Placement (AFP) process. These defects are all different manifestations of fiber misalignment. Residual stresses introduced in the tow during the depositio
Autor:
Göran Fernlund, Brian Coxon, Frank L. Palmieri, Brian W. Grimsley, Alireza Forghani, Houman Bedayat, Martin Roy, Curtis Hickmott, Anoush Poursartip
Publikováno v:
American Society for Composites 2017.
Porosity, as a manufacturing process-induced defect, highly affects the mechanical properties of cured composites. There are several contributing factors to the formation of porosity in composite structures, most notably entrapped air, bag leaks, and
Autor:
Houman Bedayat, A. Dahi Taleghani
Publikováno v:
Mechanics of Materials. 69:204-212
In this paper, we provide Eshelby solution for applied stress and strain distribution around double inhomogeneous poroelastic inclusions due to pore pressure changes in inclusions. To address the problem, we modified an approximate analytical approac
Autor:
Houman Bedayat, Arash Dahi Taleghani
Publikováno v:
Journal of Energy Resources Technology. 138
Understanding the stress change in a reservoir generated by fluid production/injection is important for field development purposes. In this paper, we provide the Eshelby solution for stress and strain distribution inside and outside of an anisotropic
Autor:
Houman Bedayat, A. Dahi Taleghani
Publikováno v:
Poromechanics V.
In this paper, we extend the poroelastic solution of a single poroelastic inclusion proposed by Rudnicki (2002) to two interacting poroelastic inclusions with arbitrary shape and orientations with respect to each other. The methodology used in this p