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Flutter of geometrical imperfect functionally graded carbon nanotubes doubly curved shells

机译:几何不完美的颤动功能渐变碳纳米管双弯曲壳

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In this paper, flutter of geometrical imperfect functionally graded carbon nanotubes (FG-CNTs) doubly curved shell subjected to a supersonic flow is investigated. For this purpose, the imperfect doubly curved shell is reinforced by four different carbon nanotubes (CNTs) distributions in the thickness direction. The Hill's elastic moduli are used to obtain the effective material properties of FG-CNTs doubly curved shell. The piston aerodynamic theory and von Karman geometrical nonlinearity terms are used to study large deflection flutter analysis of FG-CNTs imperfect shell. The effect of different parameters including large deflection, geometrical imperfection and CNTs volume fraction on critical flutter pressure of doubly curved shells are studied. According to the results, distributions with poor CNTs in the middle of thickness are more efficient in improving critical flutter pressure. Additionally, the effect of shell imperfection on flutter pressure is more considerable than CNTs volume fraction and distributions.
机译:在本文中,研究了经受过超声波流动进行过型流动的几何不完美功能梯度碳纳米管(FG-CNT)的颤动。为此目的,在厚度方向上由四种不同的碳纳米管(CNT)分布在四个不同的碳纳米管(CNT)分布中加强了不完美的双弯曲壳。山的弹性模量用于获得FG-CNT的有效材料特性双弯曲壳。活塞空气动力学理论和von Karman几何非线性术语用于研究FG-CNTS不完美壳的大偏转颤动分析。研究了包括大偏转,几何缺陷和CNTs体积分数的不同参数对双弯曲壳的临界压力的影响。根据结果​​,厚度中​​间的差的CNT分布在提高临界颤动压力方面更有效。另外,壳体缺陷对颤振压力的影响比CNTS体积分数和分布更为可观。

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