Buckling of rectangular Mindlin plates with tapered thickness by the spline strip method

DOI10.1016/0020-7683(93)90196-EzbMath0775.73106OpenAlexW1988536414MaRDI QIDQ1261931

T. Mizusawa

Publication date: 7 September 1993

Published in: International Journal of Solids and Structures (Search for Journal in Brave)

Full work available at URL: https://doi.org/10.1016/0020-7683(93)90196-e

Mathematics Subject Classification ID

Related Items (16)

Free vibration of tapered Mindlin plates using basic displacement functions ⋮ Effect of shear deformation on the buckling parameter of perforated and non-perforated plates studied using the boundary element method ⋮ Semi-analytical finite strip transfer matrix method for buckling analysis of rectangular thin plates ⋮ A non-classical Mindlin plate finite element based on a modified couple stress theory ⋮ Buckling analysis of Reissner-Mindlin plates subjected to in-plane edge loads using a shear-locking-free and meshfree method ⋮ Buckling Analysis of Mindlin Plates Under the Green–Lagrange Strain Hypothesis ⋮ Application of the differential quadrature method to free vibration of viscoelastic thin plate with linear thickness variation ⋮ Modeling wave propagation in moderately thick rectangular plates using the spectral element method ⋮ 3-d elasticity buckling solution for simply supported thick rectangular plates using displacement potential functions ⋮ Strain gradient differential quadrature Kirchhoff plate finite element with the \(C^2\) partial compatibility ⋮ Analytical solution for buckling of Mindlin plates subjected to arbitrary boundary conditions ⋮ Application of the dual reciprocity method for the buckling analysis of plates with shear deformation ⋮ BUCKLING OF CIRCULAR SANDWICH PLATES OF VARIABLE CORE THICKNESS AND FGM FACE SHEETS ⋮ Application of the radial integration method for the buckling analysis of plates with shear deformation ⋮ Size-dependent vibration and stability of moderately thick functionally graded micro-plates using a differential quadrature-based geometric mapping scheme ⋮ A semi-analytical DQEM for free vibration analysis of thick plates with two opposite edges simply supported

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