N. Fares
Harvard University
Image (mathematics)Mathematical analysisPlane (geometry)Young's modulusGeometryInterface (Java)Displacement fieldStrain distributionMathematicsMicromechanicsDisplacement (vector)
2Publications
1H-index
23Citations
Publications 2
Newest
#1N. Fares (Harvard University)H-Index: 1
#2Victor C. Li (MIT: Massachusetts Institute of Technology)H-Index: 111
The general-image method presently used to obtain the elastostatic fields in plane-layered media relies on the use of potentials in order to represent elastic fields. For the case of a single interface, this method yields the displacement field in closed form, and is applicable to antiplane, plane, and three-dimensional problems. In the case of multiplane interfaces, the image method generates the displacement fields in terms of infinite series whose convergences can be accelerated to improve me...
Source
#1N. Fares (Harvard University)H-Index: 1
Fundamental solutions which automatically satisfy boundary conditions at the interfaces of an elastic plate perfectly bonded to two elastic halfspaces are implemented in a three-dimensional BEM for crack problems. The BEM features a new integration scheme for highly singular kernels. The capability is achieved through a part analytic and part numerical integration procedure, such that the analytic part of the integration is similar for all slip/opening variations. Part-through elliptic cracks in...
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