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Eigenfrequency Analysis Method of FRP Structures

机译:FRP结构的本征频率分析方法

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Fiber reinforced plastics(FRP) have been extensively used as structural materials in light- weight structures such as spacecraft application, because of its high-stiffness and low-density properties. Recent composite structures have been involved in more complicated design. In most of the structures using these materials, separate parts or frames are often assembled using adhesively-bonded joints, which replaced bolts and rivets. These joints generally reduce the vibration damping of structures as well as strength properties. It is thus very important to improve dynamic properties such as vibration damping property, fatigue resistance and impact property of FRP structures. This work investigates the vibration damping properties of FRP laminates and FRP adhesively-bonded joints from both the analytical and experimental viewpoints. It is well known that it is difficult to predict the mode shape of vibration for complicated FRP structures. In this prediction, the finite element method will be powerful and convenient tool. The conventional solid model is sometimes applied to an eigenvibration problem of the adhered plane structure, because the eigenvibration mode is a complicated three-dimensional deformation. However, the application of the solid elements requires a long solution time. The main reason is due to the large aspect ratio of the plane structure.
机译:纤维增强塑料(FRP)具有高刚度和低密度的特性,因此已被广泛用作轻质结构(例如航天器)中的结构材料。最近的复合结构已经涉及到更复杂的设计。在大多数使用这些材料的结构中,通常使用粘合接头来组装单独的零件或框架,该接头取代了螺栓和铆钉。这些接头通常会降低结构的振动阻尼以及强度特性。因此,改善动态性能,例如减振性能,疲劳强度和玻璃钢结构的冲击性能非常重要。这项工作从分析和实验的角度研究了FRP层压板和FRP粘结接头的减振性能。众所周知,对于复杂的FRP结构,很难预测振动的振型。在这种预测中,有限元方法将是强大而便捷的工具。由于固有振动模式是复杂的三维变形,因此有时将常规实体模型应用于粘附平面结构的固有振动问题。但是,固体元素的应用需要很长的溶解时间。主要原因是平面结构的纵横比大。

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