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首页> 外文期刊>Micro & Nano Letters, IET >Timoshenko beam effects in lateral-mode microcantilever-based sensors in liquids
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Timoshenko beam effects in lateral-mode microcantilever-based sensors in liquids

机译:蒂莫申科束效应在液体中基于侧模微悬臂梁的传感器中

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摘要

Recent experimental and analytical research has shown that higher in-fluid quality factors (Q) are achieved by actuating microcantilevers in the lateral flexural mode, especially for microcantilevers having larger width-to-length ratios. However, experimental results show that for these geometries the resonant characteristics predicted by the existing analytical models differ from the measurements. A recently developed analytical model to more accurately predict the resonant behaviour of these devices in viscous fluids is described. The model incorporates viscous fluid effects via a Stokes-type fluid resistance assumption and 'Timoshenko beam' effects (shear deformation and rotatory inertia). Unlike predictions based on Euler-Bernoulli beam theory, the new theoretical results for both resonant frequency and Q exhibit the same trends as seen in the experimental data for in-water measurements as the beam slenderness decreases. An analytical formula for Q is also presented to explicitly illustrate how Q depends on beam geometry and on beam and fluid properties. Beam thickness effects are also examined and indicate that the analytical results yields good numerical estimates of Q for the thinner (5 ;C;m) specimens tested, but overestimate Q for the thicker (20 ;C;m) specimens, thus suggesting that a more accurate fluid resistance model should be introduced in the future for the latter case.
机译:最近的实验和分析研究表明,通过以横向挠曲模式驱动微悬臂梁可获得更高的流体内品质因数(Q),特别是对于具有较大的宽长比的微悬臂梁而言。但是,实验结果表明,对于这些几何形状,现有分析模型预测的共振特性与测量结果有所不同。描述了最近开发的分析模型,可以更准确地预测这些设备在粘性流体中的共振行为。该模型通过Stokes型流体阻力假设和“ Timoshenko梁”效应(剪切变形和旋转惯性)结合了粘性流体效应。与基于Euler-Bernoulli束理论的预测不同,随着束细长度的降低,共振频率和Q的新理论结果显示出与在水中进行测量的实验数据相同的趋势。还给出了Q的解析公式,以明确说明Q如何取决于梁的几何形状以及梁和流体的特性。还检查了光束厚度的影响,表明分析结果对测试的较薄(5; C; m)样品产生了良好的Q数值估计,但对较厚(20; C; m)样品的Q估计过高,因此表明对于后一种情况,将来应引入更精确的流体阻力模型。

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