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Flap-Wise Vibrations of Axially Functionally Graded and Centrifugally Stiffened Beams with Multiple Masses Having Rotary Inertia

机译:具有具有旋转惯性的多个质量的轴向功能梯度和离心加强梁的襟翼振动

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This paper is on flap-wise vibrations of centrifugally stiffened axially functionally graded beams with multiple lumped masses including rotary inertia effects. Material properties are defined along beams' length using the function appropriate to the power law distribution. Energy expressions of Euler-Bernoulli beam model are stated for flexural vibrations of beam with additional multiple masses rotating around a hub. Energy formulations are discretised to apply Rayleigh-Ritz solution method which uses admissible polynomial mode shape function. Analyses are conducted by changing number, size and inertias of additional masses, taper ratios of beam, rotating speed and radius of hub and the power of distribution function of beam material. Non-dimensional parameters are used to reflect results that are validated by those given in current literature. Unique results are also given for the homogeneous and functionally graded beam rotating with multiple masses. Effects of varying parameters and advantages/shortcomings of present solution are reflected and discussed.
机译:本文采用具有多重块状块的离心加强的离心振动的襟翼 - 明智的振动,包括旋转惯性效应。材料特性沿着光束的长度定义,使用适合于电力法分布的功能。 euler-bernoulli光束模型的能量表达式用于梁的弯曲振动,围绕毂旋转的额外多个质量。可以离散化以应用瑞利-RITZ溶液方法,该方法采用可允许的多项式模式形状函数。通过改变额外质量的数量,尺寸和惯性,光束锥度比和集线器的旋转速度和半径以及梁材料的分布函数的功率来进行分析。非尺寸参数用于反映当前文献中给出的那些验证的结果。还给出了具有多种质量旋转的均匀和功能渐变梁的独特结果。反映并讨论了当前解决方案的不同参数和优点/缺点的影响。

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