Belinha J., Dinis L. M. J. S. (2006), Elasto-plastic analysis of plates by the element free Galerkin method. Eng. Comput., 23, 525–551.
Wang X., Huang J. (2009), Elastoplastic buckling analyses of rectangular plates under biaxial loadings by the differential quadrature method. Thin-Walled Struct., 47, 14–20.
Komur M. A. (2011), Elasto-plastic buckling analysis for perforated steel plates subjected to uniform compression. Mech. Res. Commun., 38, 117–122.
Maarefdoust M., Kadkhodayan M. (2013), Elastoplastic buckling analysis of plates involving free edges by deformation theory of plasticity. Int. J. Eng. – Trans A: Basics., 26, 421–432.
Fallah N., Parayandeh-Shahrestany A. (2014), A novel finite volume based formulation for the elasto-plastic analysis of plates. Thin-Walled Struct., 77, 153–164.
Kadkhodayan M., Maarefdoust M. (2014), Elastic/plastic buckling of isotropic thin plates subjected to uniform and linearly varying in-plane loading using incremental and deformation theories. Aero. Sci. Technol., 32, 66–83.
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)| false ( , Kadkhodayan M. Maarefdoust M. 2014), Elastic/plastic buckling of isotropic thin plates subjected to uniform and linearly varying in-plane loading using incremental and deformation theories. Aero. Sci. Technol., 32, 66– 83. 10.1016/j.ast.2013.12.003
Maarefdoust M., Kadkhodayan M. (2014), Elastic/plastic buckling analysis of skew thin plates based on incremental and deformation theories of plasticity using generalized differential quadrature method. Int. J. Eng. – Trans B: Appl., 27, 1277–1286.
Maarefdoust M., Kadkhodayan M. (2015), Elastic/plastic analysis of skew plates under in-plane shear loading with incremental and deformation theories of plasticity by GDQ method. J. Braz. Soc. Mech. Sci. Eng., 37, 761–776.
Ibearugbulem O. M., Oguaghamba O. A., Njoku K. O., Nwaokorie M. (2014), Using line continuum to explain work principle method for structural continuum analysis. Int. J. Innovat. Res. and Dev., 3, 365–370.
Eziefula U. G., Onwuka D. O., Ibearugbulem O. M. (2017), Work principle in inelastic buckling analysis of axially compressed rectangular plates. World J. Eng., 14, 95–100.
Lopatin A. V., Morozov E.V. (2009), Buckling of the SSFF rectangular orthotropic plate under in-plane pure bending. Compos. Struct., 90, 287–294.
Radosavljevic V., Drazic M. (2010), Exact solution for buckling of FCFC stepped rectangular plates. Appl. Math. Model., 34, 3841–3849.
Lopatin A. V., Morozov E. V. (2011), Buckling of the SSCF rectangular orthotropic plate subjected to linearly varying in-plane loading. Compos. Struct., 93, 1900–1909.
Lopatin A. V., Morozov E. V. (2013), Buckling of a uniformly compressed rectangular SSCF composite sandwich plate. Compos. Struct., 105, 108–115.
Lopatin A. V., Morozov E. V. (2014), Approximate buckling analysis of the CCFF orthotropic plates subjected to in-plane bending. Int. J. Mech. Sci., 85, 38–44.
Zureick A. H. (2018), On the buckling of an isotropic rectangular plate uniformly compressed on two simply supported edges and with two free unloaded edges. Thin-Walled Struct., 124, 180–183.
Ibearugbulem O. M. (2012), Application of a Direct Variational Principle in Elastic Stability Analysis of Thin Rectangular Flat Plates. PhD thesis, Federal University of Technology Owerri.
Onwuka D. O., Ibearugbulem O. M., Eziefula U. G. (2013), Plastic buckling of SSSS thin rectangular plates subjected to uniaxial compression using Taylor-Maclaurin shape function. Int. J. Struct. Civ. Eng. Res., 2, 168–175.
Nwadike A. N. (2014), Buckling Analysis of Isotropic Rectangular Plates Using Ritz Method. MEng thesis, Federal University of Technology Owerri.