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Free vibration of thin-walled open-section beams with functionally graded materials along the contour direction

机译:薄壁开口梁的自由振动沿着轮廓方向具有功能渐变的材料

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摘要

An investigation of free vibration of a thin-walled beams with functionally graded materials (FGMs) is presented. The mechanical properties of thin-walled beam are assumed to vary along the contour direction of the thin-walled cross section. Governing differential equations are derived by means of Hamilton's principle. A finite element model is developed to formulate the problem. The natural frequencies and corresponding vibrational modes are obtained for thin-walled FG mono-symmetric I- and channel-sections beams with several different types of material distributions. A numerical comparison is carried out to show the validity of the proposed theory with available results in the literature. Furthermore, effects of gradual law and volume fraction of ceramic on the natural frequencies of beams are also studied.
机译:提出了具有功能梯度材料(FGM)的薄壁梁的自由振动的研究。 假设薄壁梁的机械性能沿着薄壁横截面的轮廓方向变化。 控制微分方程是通过汉密尔顿的原则来源的。 开发了有限元模型来制定问题。 为具有几种不同类型的材料分布的薄壁FG单对称I-和通道部分梁获得自然频率和相应的振动模式。 进行了数值比较,以显示提出的理论的有效性,在文献中有可用的结果。 此外,还研究了陶瓷在梁自然频率上的逐步法和体积分数的影响。

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