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Vibration analysis of single-walled carbon nanotubes conveying nanoflow embedded in a viscoelastic medium using modified nonlocal beam model

机译:使用改进的非局部射束模型的单壁碳纳米管在黏弹性介质中传递纳米流的振动分析

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In this study, the vibration and stability analysis of a single-walled carbon nanotube (SWCNT) coveying nanoflow embedded in biological soft tissue are performed. The effects of nano-size of both fluid flow and nanotube are considered, simultaneously. Nonlocal beam model is used to investigate flow-induced vibration of the SWCNT while the small-size effects on the flow field are formulated through a Knud-sen number (Kn), as a discriminant parameter. Pursuant to the viscoelastic behavior of biological soft tissues, the SWCNT is assumed to be embedded in a Kelvin-Voigt foundation. Hamilton's principle is applied to the energy expressions to obtain the higher-order governing differential equations of motion and the corresponding higher-order boundary conditions. The differential transformation method (DTM) is employed to solve the differential equations of motion. The effects of main parameters including Kn, nonlocal parameter and mechanical behaviors of the surrounding biological medium on the vibrational properties of the SWCNT are examined.
机译:在这项研究中,振动和稳定性分析的单壁碳纳米管(SWCNT)输送纳米流嵌入生物软组织。同时考虑了流体流和纳米管的纳米尺寸的影响。非局部梁模型用于研究SWCNT的流动引起的振动,而通过Knud-sen数(Kn)表示对流场的小尺寸影响作为判别参数。根据生物软组织的粘弹性行为,假定SWCNT嵌入Kelvin-Voigt基础中。将汉密尔顿原理应用于能量表达式,以获得运动的高阶控制微分方程和相应的高阶边界条件。微分变换方法(DTM)用于求解运动的微分方程。研究了主要参数(包括Kn,非局部参数和周围生物介质的机械行为)对SWCNT振动特性的影响。

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