Plate Analysis Using Classical Or Reissner-Mindlin Theories
Author(s)
L. Palermo, Jr
Abstract
Plate analysis using classical or Reissner-
Mindlin theories
L. Palermo Jr.
Faculty of Civil Engineering,
State University at Campinas, Brazil
Abstract
Plates can be solved with classical or Reissner-Mindlin plate theory in the same
computer code with an appropriate treatment of the direct boundary element
formulation. The classical theory could be understood as the irrotational
component of the field related to the rotations of the plate [1] and the shear
deformation effect would correspond to the solenoidal component. This paper
presents the fundamental solution and the direct boundary integral equations
written in terms of boundary coordinates, normal (n) and tangential (s), for
Reissner-Mindlin theory like it has been made for the classical analysis in order
to permit the desired connection. Thus, the correction introduced by transverse
shear deformation on the bending can be identified with reference to the classical
approach and it is the key to establish the conne
Keywords
Related Book
Other papers in this volume
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