An Asymptotic Solution for the Response of Face-Sheet Delaminations/Debonds Under Compression

G. Kardomateas, Haiying Huang
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Abstract

The buckling and initial postbuckling behavior of face-sheet delaminations or face-sheet/core debonds is studied by a perturbation procedure. The procedure is based on the nonlinear beam equation with transverse shear included, and an asymptotic expansion of the load and deformation quantities. First the characteristic equation for the critical load is formulated and this is a nonlinear algebraic equation. Subsequently, the first order load is found from a system of linear equations and the initial postbuckling behavior can thus be studied. The procedure can be easily expanded to the higher order terms. The effect of transverse shear is illustrated with results on the critical strain and the initial postbuckling displacement.
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压缩条件下面-板分层/脱粘响应的渐近解
采用微扰方法研究了面片脱层或面片/芯键的屈曲和初始后屈曲行为。该程序基于包含横向剪切的非线性梁方程,以及荷载和变形量的渐近展开。首先建立了临界荷载的特征方程,这是一个非线性代数方程。随后,从线性方程组中求出一阶载荷,从而研究初始后屈曲行为。这个过程可以很容易地扩展到高阶项。横向剪切对临界应变和初始后屈曲位移的影响。
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