Document
About this Digital Document
Mixed boundary value problems for cracks or fault lines in elastic media under plane extension are considered. The material of the medium is assumed to be homogeneous and isotropic. Williams' eigenfunction method is used in conjunction with the complex function theory of two-dimensional elasticity.
Full Title
Mixed boundary-value problems for an infinite plate containing a finite crack in plane extension
Member of
Contributor(s)
Creator: Naik, Vikes V.
Thesis advisor: Sih, George C.
Publisher
Lehigh University
Date Issued
1965-05
Language
English
Type
Genre
Form
electronic documents
Department name
Mechanical Engineering
Digital Format
electronic documents
Media type
Creator role
Graduate Student
Identifier
1048261290
https://asa.lib.lehigh.edu/Record/10946572
Keywords
Naik, . V. V. (1965). Mixed boundary-value problems for an infinite plate containing a finite crack in plane extension (1–). https://preserve.lehigh.edu/lehigh-scholarship/graduate-publications-theses-dissertations/theses-dissertations/mixed-boundary
Naik, Vikes V. 1965. “Mixed Boundary-Value Problems for an Infinite Plate Containing a Finite Crack in Plane Extension”. https://preserve.lehigh.edu/lehigh-scholarship/graduate-publications-theses-dissertations/theses-dissertations/mixed-boundary.
Naik, Vikes V. Mixed Boundary-Value Problems for an Infinite Plate Containing a Finite Crack in Plane Extension. May 1965, https://preserve.lehigh.edu/lehigh-scholarship/graduate-publications-theses-dissertations/theses-dissertations/mixed-boundary.
