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Vibration and Buckling response of width tapered laminated composite beams using Ritz Method for rotorcraft blade.

机译:使用Ritz方法的旋翼航空器叶片,宽度渐缩的叠层复合梁的振动和屈曲响应。

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In this study, Symmetric cross-ply linear width tapered laminated composite beam is considered. Due to the variety of width tapered composite beams and the complexity of the analysis, no closed-form analytical solution is available at present regarding free vibration response. Therefore in the present work, the Ritz method is used for the free vibration analysis with considering uni-axial compressive and tensile force. The elastic stiffness of the width tapered composite beam is analyzed compared to uniform laminated composite beam. Free vibration which is significant to investigate the dynamic characteristics of the structure using Ritz method with and without effect of axial tensile and compressive force is analyzed. The analysis is based on ID laminated beam theory. The governing equations are obtained by means of Hamilton's principle. Tsai-Wu failure analysis is considered to find the tensile and compressive failure force for each ply in the laminate. Buckling analysis is conducted to find the critical buckling force for the laminated composite beam-column subjected to different sets of boundary conditions. Simply supported, Clamped-free, Clamped-Clamped edge boundary conditions are considered. A detailed parametric study is conducted on tapered composite beams made of NCT/301 graphite-epoxy to investigate the effects of the ratio of the width of the thick section to thin section, boundary conditions, effects of axial and compressive force on natural frequency and buckling analysis.
机译:在这项研究中,考虑了对称的交叉层线性宽度渐缩的层压复合梁。由于宽度逐渐变小的复合梁以及分析的复杂性,目前没有关于自由振动响应的封闭形式的分析解决方案。因此,在本工作中,考虑到单轴压缩力和拉力,将Ritz方法用于自由振动分析。与均匀叠层组合梁相比,分析了宽度渐缩的组合梁的弹性刚度。分析了自由振动,这对于研究具有和不具有轴向拉伸和压缩力影响的Ritz方法对结构的动力特性具有重要意义。该分析基于ID层合梁理论。借助汉密尔顿原理获得控制方程。 Tsai-Wu破坏分析被认为可以找到层压板中每个层的拉伸和压缩破坏力。进行屈曲分析,以找出经受不同边界条件集的层合复合梁柱的临界屈曲力。考虑简单支撑,无夹紧,夹紧边缘边界条件。对由NCT / 301石墨-环氧树脂制成的锥形复合梁进行了详细的参数研究,以研究厚截面与薄截面的宽度之比,边界条件,轴向和压缩力对固有频率和屈曲的影响分析。

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