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Parametric instability of delaminated composite plates subjected to periodic in-plane loading

机译:层状复合板在平面内周期性荷载下的参数不稳定性

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This paper deals with the study of the parametric instability characteristics of delaminated composite plates subjected to periodic in-plane load. A first order shear deformation theory based on finite element method is developed for studying the instability region of mid-plane delaminated composite plate. A detailed parametric investigation is carried out to study the influence of the delamination area, number of layers, degree of orthotropy, aspect ratio and static in-plane load on the dynamic stability characteristics of delaminated cross-ply plates. The results of vibration and buckling of delaminated composite plates are compared with previous numerical studies in the literature and the authors' experimental investigations. The boundaries of instability regions are obtained by using Bolotin's method and are represented in the non-dimensional load amplitude-excitation frequency plane. It is observed that the natural frequencies and the critical buckling load of the plates decrease with an increase in delamination size. The increase in delamination size also causes dynamic instability regions to be shifted to lower excitation frequencies.
机译:本文研究了层状复合板在周期性平面内载荷作用下的参数失稳特性。建立了基于有限元方法的一阶剪切变形理论,用于研究中平面分层复合板的失稳区域。进行了详细的参数研究,以研究分层区域,层数,正交性程度,纵横比和静态平面内载荷对分层交叉层板的动态稳定性特征的影响。将分层复合板的振动和屈曲结果与文献中以前的数值研究以及作者的实验研究进行了比较。不稳定区域的边界是通过Bolotin方法获得的,并在无量纲的负载振幅激励频率平面中表示。观察到,板的固有频率和临界屈曲载荷随着分层尺寸的增加而降低。分层大小的增加也会导致动态不稳定性区域转移到较低的激励频率。

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