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Thermal Effect on Vibration Responses of Double-Layered Graphene Sheet-Based Nanomechanical Resonators Based on Galerkin Strip Transfer Function Method

机译:基于Galerkin条带传递函数法的双层石墨烯片基纳米机械谐振器振动响应的热响应

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摘要

Thermal effect on mass detection sensitivity of double-layered graphene sheet (DLGS) resonators based on their nonlocal vibration is investigated. A rectangular DLGS with a nanoparticle anywhere at the upper sheet is modeled as two nanoplates connected by van der Waals force. Based on the nonlocal Kirchhoff theory of plates which incorporates size effects into the classical theory, Galerkin strip transfer function method (GSTFM), which is a semi-analytical method, is developed to solve the characteristic equations and in settling the semi-analytical solutions of the frequency shift of the mass-plate vibrating system. It can give exact closed-form solutions along the strip longitudinal direction. Obtained results from the semi-analytical solutions are in good agreement with the available data in literature. Parametric studies on the natural frequency shift including the temperature changes, the nonlocal parameter and the location of the attached nanoparticle are discussed. The obtained results show that an increase of the temperature difference yields to reduction of fundamental frequency, and the DLGS-based nanomechanical resonator became more sensitive at a negative temperature change. Those conclusions are helpful to the design and application of GS-based resonator as nanomass sensor.
机译:研究了对基于非局部振动的双层石墨烯片(DLGS)谐振器的质谱敏感性的热效应。具有上纸上的任何地方的纳米颗粒的矩形DLG被建模为由van der WALS力连接的两个纳米板。基于将尺寸效应的平板非局部Kirchhoff理论纳入经典理论,开发了一种半分析方法的Galerkin条传递函数方法(GSTFM),以解决特征方程和解决半分析解决方案质量板振动系统的频移。它可以沿着条带纵向提供精确的闭合溶液。从半分析解决方案获得的结果与文献中的可用数据吻合良好。讨论了包括温度变化的自然频移,非局部参数和附着纳米颗粒的位置的参数研究。所得结果表明,升高频率的温度差异的增加,基于DLGS的纳米机械谐振器在负温度变化下变得更加敏感。这些结论有助于GS的谐振器作为纳米数传感器的设计和应用。

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