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Modeling of a clamped-clamped beam vibrating in a fluid for viscosity and density sensing regarding compressibility

机译:在流体中振动的夹紧梁的建模,用于感测可压缩性的粘度和密度

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摘要

A clamped-clamped beam vibrating in a compressible fluid for the measurement of the fluid's density and viscosity is modeled using the Bernoulli-Euler equation for the beam and the linearized Navier-Stokes equations for the fluid. The adiabatic compressibility coefficient was used to characterize the pressure-density coupling. Based on the method of moments, the flow around the beam and the associated resistance of the fluid on the beam were computed using a 2D-approximation. Hydrodynamic resistance coefficients are determined and compared to the known resistance coefficients for a cylinder vibrating in an incompressible fluid. The influence of the fluid's compressibility on the resistance on the beam is examined and a critical value of the vibration frequency is determined, over which the beam experiences excessive damping due to the excitation of pressure waves. (c) 2007 Elsevier B.V. All rights reserved.
机译:使用束的Bernoulli-Euler方程和流体的线性Navier-Stokes方程对在可压缩流体中振动以测量流体的密度和粘度的夹紧梁建模。绝热可压缩系数用于表征压力-密度耦合。基于矩量法,使用2D逼近计算梁周围的流动和梁上流体的相关阻力。确定流体动力学阻力系数,并将其与在不可压缩流体中振动的气缸的已知阻力系数进行比较。检查了流体的可压缩性对梁上阻力的影响,并确定了振动频率的临界值,在该振动频率下,梁由于压力波的激发而受到过大的阻尼。 (c)2007 Elsevier B.V.保留所有权利。

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