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4_2011_sen_10

Title of the article

FRACTURE OF A PERFORATED STRINGER PLATE
Authors

Mir-Salim-Zade M.V., Candidate of Physical and Mathematical Sciences, Senior Researcher at the Department of "Theory of Creeping", Institute of Mathematics and Mechanics of the NAS of Azerbaijan, Baku, Azerbaijan
In the section MECHANICS OF DEFORMED SOLIDS
Year 2011 Issue 4 Pages 59-62
Type of article RAR Index UDK 539.375 Index BBK  
Abstract An isotropic medium containing a system of foreign transverse rectilinear inclusions is considered. Such a medium can be interpreted as an infinite plate, reinforced with a regular system of stringers, whose cross sections are very narrow rectangles. Medium is weakened by a periodic system of rectilinear cracks emanating from the contours of the holes. The action of the stringers is replaced by unknown concentrated forces at the points of their connection with the medium. The boundary-value problem on the equilibrium of the periodic system of cracks is reduced to a singular integral equation, from the solution of which the stress intensity factors are found. The condition of limiting equilibrium of cracks is formulated based on the criterion of brittle fracture.
Keywords

reinforced perforated plate, stringers, periodic system of cracks, stress intensity factors
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Bibliography
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