首页> 外文期刊>Mathematical Problems in Engineering: Theory, Methods and Applications >Free Vibration Investigations of Rotating FG Beams Resting on Elastic Foundation with Initial Geometrical Imperfection in Thermal Environments
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Free Vibration Investigations of Rotating FG Beams Resting on Elastic Foundation with Initial Geometrical Imperfection in Thermal Environments

机译:热环境初始几何缺陷旋转FG梁旋转FG梁的自由振动研究

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In practical operations of mechanical structures, it is not difficult to meet some large components such as helicopter rotors, gas turbine blades of marine engines, and rotating railway bridges, where these elements can be seen as beam models rotating around one fixed axis. Therefore, mechanical explorations of these structures with and without the effect of temperature will guide the design, manufacture, and use of them in practice. This is the first paper that uses the shear deformation theory-type hyperbolic sine functions and the finite element method to analyze the free vibration response of rotating FGM beams with initial geometrical imperfections resting on elastic foundations considering the effect of temperature. The material properties are assumed to be varied in the thickness direction of the beam based on the power law function and temperature changes The proposed theory and mathematical model are verified by comparing the results with other exact solutions. The numerical investigations have taken into account some geometrical and material parameters to evaluate the effects on the vibration behavior of the structure such as the rotational speed, temperature, as well as initial geometrical imperfections. The drawn comments have numerous scientific and practical implications for rotating beam structures.
机译:在机械结构的实际操作中,这是不难满足一些大型部件,例如直升机旋翼,船用发动机的燃气涡轮叶片,并且转动铁路桥梁,其中这些元件可以被看作是光束模型围绕一个固定的轴线转动。因此,这些结构具有和不具有温度的效果的机械探索将指导在实践中的设计,制造,和使用它们。这是第一纸使用该剪切变形理论型双曲正弦函数和有限元法来分析旋转FGM的自由振动响应与初始几何缺陷搁在考虑温度的影响弹性基础梁。的材料特性被假定基于所述幂定律函数的波束的厚度方向上进行变化和温度变化所提出的理论和数学模型通过比较其它精确解的结果进行验证。数值研究已考虑到一些几何和材料参数来评价对结构的振动行为的影响,例如旋转速度,温度,以及初始几何缺陷。绘制的意见有旋转梁结构大量的科学和实际意义。

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