The first-order approximation of non-Kirchhoff-Love theory for elastic circular plate with fixed boundary under uniform surface loading (III)—Numerical results

Based upon the differential equations and their related boundary conditions given in the previous papers^{1, 2]}, using a global interpolation method, this paper presents a numerical solution to the axisymmetric bending problem of non-Kirchhoff-Love theory for circular plate with fixed boundary under uniform surface loading. All the numerical results obtained in this paper are compared with that of Kirchhoff-Love classical theory^3] and E. Reissner's modified theory^4].