Nonlinear Behavior of Sandwich Panels With Delamination Inside Face Sheets Based on Refined Higher Order Core Theory
Abstract Sandwich construction, consisting of two stiff face sheets and a soft core of a foam or low strength honeycomb type while designed principally as efficient integral structures, can lose this quality when delaminations occur inside the face sheets, especially under compressive loading condition. A refined higher order core theory is developed for the core that accounts for the nonlinear distortion of the plane of section of the core and the compressibility in the vertical direction, and for the skins in which part of the transverse deflections is related to the core nonlinear distortion. Based on this core theory, nonlinear behavior of sandwich beams/panels with delaminated faces is studied. The nonlinear governing equations, boundary conditions, and continuity conditions are formulated for the compressed sandwich structure which includes initial imperfection and delamination in the face sheets. Solution arc length parameterization within Newton continuation method is employed in solving the bifurcation and nonlinear eigenvalue problems for critical loads and postbuckling behavior of the sandwich structure. The results suggest that delaminations inside face sheets have considerable influence on the global and local behavior of the whole sandwich con structure.