Matches in SemOpenAlex for { <https://semopenalex.org/work/W4377013407> ?p ?o ?g. }
- W4377013407 endingPage "065958" @default.
- W4377013407 startingPage "065958" @default.
- W4377013407 abstract "Abstract Using modified couple stress and Mindlin plate theory, the present study is a parametric study for revealing the effect of length scale parameter on postbuckling of saturated poroelastic rectangular microplates with pore distribution being functionally graded across thickness. The microplate postbuckling is a nonlinear eigenvalue problem with coupled partial differential equations of equilibrium. In order to find the mode shapes, the eigenfunctions have been approximated by some complete polynomial series expansions in accordance with the conventional Ritz approximation technique. After discretizing the governing equations throughout the microplate grid points, the assembled difference equations construct a nonlinear eigenvalue problem with coupled algebraic equations. The nontrivial coefficients of the expansions were calculated such that the eigenfunctions extremize the microplate potential energy for satisfying the equilibrium homogeneous equations. Variation of the potential energy have been derived with respect to the expansions coefficients from the vantage of using Maple software. By gradual reduction in the initial end shortening of the movable supports and solving the assembled difference equations via Newton-Raphson iterations, the critical postbuckling displacement imposed to the movable supports are found along with the nontrivial coefficients regarding eigenfunctions. The results of the parametric study have revealed how geometric parameters, pore distribution, the Skempton’s coefficient, porosity, and different Supports modify the influence of length scale parameter on the microplate postbuckling." @default.
- W4377013407 created "2023-05-19" @default.
- W4377013407 creator A5018928053 @default.
- W4377013407 creator A5041955257 @default.
- W4377013407 creator A5053840371 @default.
- W4377013407 creator A5061318656 @default.
- W4377013407 date "2023-05-30" @default.
- W4377013407 modified "2023-09-28" @default.
- W4377013407 title "Parametric study for modified couple stress theory on postbuckling of size-dependent FG saturated porous mindlin microplates" @default.
- W4377013407 cites W145740987 @default.
- W4377013407 cites W1966901565 @default.
- W4377013407 cites W1968962853 @default.
- W4377013407 cites W1982174224 @default.
- W4377013407 cites W1998494366 @default.
- W4377013407 cites W1999544762 @default.
- W4377013407 cites W2001811653 @default.
- W4377013407 cites W2003320803 @default.
- W4377013407 cites W2005114762 @default.
- W4377013407 cites W2019045610 @default.
- W4377013407 cites W2023084711 @default.
- W4377013407 cites W2027738645 @default.
- W4377013407 cites W2034868462 @default.
- W4377013407 cites W2043436772 @default.
- W4377013407 cites W2045624909 @default.
- W4377013407 cites W2045692396 @default.
- W4377013407 cites W2058124329 @default.
- W4377013407 cites W2059583180 @default.
- W4377013407 cites W2068817435 @default.
- W4377013407 cites W2082896593 @default.
- W4377013407 cites W2083101519 @default.
- W4377013407 cites W2083232320 @default.
- W4377013407 cites W2085080902 @default.
- W4377013407 cites W2085223443 @default.
- W4377013407 cites W2085453826 @default.
- W4377013407 cites W2088618832 @default.
- W4377013407 cites W2110774159 @default.
- W4377013407 cites W2121852859 @default.
- W4377013407 cites W2122323682 @default.
- W4377013407 cites W2144733512 @default.
- W4377013407 cites W2166620229 @default.
- W4377013407 cites W2193171388 @default.
- W4377013407 cites W2205528935 @default.
- W4377013407 cites W2258671505 @default.
- W4377013407 cites W2325754124 @default.
- W4377013407 cites W2338412545 @default.
- W4377013407 cites W2341325149 @default.
- W4377013407 cites W2414081881 @default.
- W4377013407 cites W2430610179 @default.
- W4377013407 cites W2462778895 @default.
- W4377013407 cites W2528033980 @default.
- W4377013407 cites W2529889733 @default.
- W4377013407 cites W2604765753 @default.
- W4377013407 cites W2685810586 @default.
- W4377013407 cites W2694150204 @default.
- W4377013407 cites W2740323066 @default.
- W4377013407 cites W2753469203 @default.
- W4377013407 cites W2757223105 @default.
- W4377013407 cites W2783377010 @default.
- W4377013407 cites W2899820479 @default.
- W4377013407 cites W2902131722 @default.
- W4377013407 cites W2908303764 @default.
- W4377013407 cites W2910328173 @default.
- W4377013407 cites W2914101375 @default.
- W4377013407 cites W2922141707 @default.
- W4377013407 cites W2931252417 @default.
- W4377013407 cites W2935807068 @default.
- W4377013407 cites W2941185066 @default.
- W4377013407 cites W2944321696 @default.
- W4377013407 cites W2945288593 @default.
- W4377013407 cites W2946494136 @default.
- W4377013407 cites W2963879406 @default.
- W4377013407 cites W2965019973 @default.
- W4377013407 cites W2972981071 @default.
- W4377013407 cites W2979819863 @default.
- W4377013407 cites W2990975284 @default.
- W4377013407 cites W2996717229 @default.
- W4377013407 cites W3000021691 @default.
- W4377013407 cites W3008497525 @default.
- W4377013407 cites W3083830242 @default.
- W4377013407 cites W3086025078 @default.
- W4377013407 cites W3092485716 @default.
- W4377013407 cites W3096419106 @default.
- W4377013407 cites W3102583399 @default.
- W4377013407 cites W3115020933 @default.
- W4377013407 cites W3128027563 @default.
- W4377013407 cites W3132307301 @default.
- W4377013407 cites W3133945310 @default.
- W4377013407 cites W3138709032 @default.
- W4377013407 cites W3158767740 @default.
- W4377013407 cites W3188980107 @default.
- W4377013407 cites W3216888647 @default.
- W4377013407 cites W4205612191 @default.
- W4377013407 cites W4206994494 @default.
- W4377013407 cites W4213066891 @default.
- W4377013407 cites W4306175764 @default.
- W4377013407 doi "https://doi.org/10.1088/1402-4896/acd6c3" @default.
- W4377013407 hasPublicationYear "2023" @default.
- W4377013407 type Work @default.