TY - JOUR
T1 - GENERAL NUMERICAL METHOD FOR THREE-DIMENSIONAL SINGULARITIES IN CRACKED OR NOTCHED ELASTIC SOLIDS.
AU - Bazant, Z. P.
AU - Estenssoro, L. F.
PY - 1978/1/1
Y1 - 1978/1/1
N2 - The objective of this paper is to report preliminary results of a numerical finite element study concerned with the elastic deformation field near the point where a crack front edge intersects the surface of an elastic body. The crack plane as well as the front edge are assumed to be normal to the surface. However, the numerical method, briefly outlined, has a general applicability to three-dimensional elastic singularities involving singular points located on stress singularity lines, such as crack edges, corners, notches, inclusion edges, etc.
AB - The objective of this paper is to report preliminary results of a numerical finite element study concerned with the elastic deformation field near the point where a crack front edge intersects the surface of an elastic body. The crack plane as well as the front edge are assumed to be normal to the surface. However, the numerical method, briefly outlined, has a general applicability to three-dimensional elastic singularities involving singular points located on stress singularity lines, such as crack edges, corners, notches, inclusion edges, etc.
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M3 - Article
AN - SCOPUS:0017920005
VL - 3 A
SP - 371
EP - 385
JO - [No source information available]
JF - [No source information available]
ER -