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Validity of the linear viscoelastic model for a polymer cylinder with ultrasonic hysteresis-type absorption in a nonviscous fluid

机译:具有聚合物圆柱体的线性粘弹性模型的有效性   非粘性流体中的超声滞后型吸收

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摘要

A necessary condition for the validity of the linear viscoelastic model for a(passive) polymeric cylinder with an ultrasonic hysteresis-type absorptionsubmerged in a non-viscous fluid requires that the absorption efficiency ispositive (Qabs > 0) satisfying the law of the conservation of energy. Thiscondition imposes restrictions on the values attributed to the normalizedabsorption coefficients for the compressional and shear-wave wavenumbers foreach partial-wave mode n. The forbidden values produce negative axial radiationforce, absorption and extinction efficiencies, as well as an enhancement of thescattering efficiency, not in agreement with the conservation of energy law.Numerical results for the radiation force, extinction, absorption andscattering efficiencies are performed for three viscoelastic (VE) polymercylinders immersed in a non-viscous host liquid (i.e. water) with particularemphasis on the shear-wave absorption coefficient of the cylinder, thedimensionless size parameter and the partial-wave mode number n. Mathematicalconstraints are established for the non-dimensional absorption coefficients ofthe longitudinal and shear waves for a cylinder (i.e. 2D case) and a sphere(i.e. 3D case) in terms of the sound velocities in the VE material. Theanalysis suggests that the domain of validity for any viscoelastic modeldescribing acoustic attenuation inside a lossy cylinder (or sphere) in anon-viscous fluid must be verified based upon the optical theorem.
机译:浸没在非粘性流体中的具有超声滞后型吸收的(被动)聚合物圆柱体的线性粘弹性模型的有效性的必要条件要求吸收效率为正(Qabs> 0),满足能量守恒定律。此条件对每个分波模式n的压缩波和剪切波波数归因于归一化吸收系数的值施加了限制。禁能值会产生负的轴向辐射力,吸收和消光效率,并提高散射效率,这与能量守恒定律不一致。对于三种粘弹性( VE)聚合物圆柱体浸入非粘性主体液体(即水)中,特别强调圆柱体的剪切波吸收系数,无量纲尺寸参数和分波模数n。根据VE材料中的声速,为圆柱(即2D情况)和球体(即3D情况)的纵波和横波的无量纲吸收系数建立了数学约束。分析表明,必须根据光学定理验证任何描述非粘性流体中有损圆柱体(或球体)内部声衰减的粘弹性模型的有效性域。

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