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首页> 外文期刊>Ultrasonics >Axial acoustic radiation force on rigid oblate and prolate spheroids in Bessel vortex beams of progressive, standing and quasi-standing waves
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Axial acoustic radiation force on rigid oblate and prolate spheroids in Bessel vortex beams of progressive, standing and quasi-standing waves

机译:沿刚性,站立和准座波的刚性扁平刚性扁平纤维梁的轴向声辐射力

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The analysis using the partial-wave series expansion (PWSE) method in spherical coordinates is extended to evaluate the acoustic radiation force experienced by rigid oblate and prolate spheroids centered on the axis of wave propagation of high-order Bessel vortex beams composed of progressive, standing and quasi-standing waves, respectively. A coupled system of linear equations is derived after applying the Neumann boundary condition for an immovable surface in a non-viscous fluid, and solved numerically by matrix inversion after performing a single numerical integration procedure. The system of linear equations depends on the partial-wave index n and the order of the Bessel vortex beam m using truncated but converging PWSEs in the least-squares sense. Numerical results for the radiation force function, which is the radiation force per unit energy density and unit cross-sectional surface, are computed with particular emphasis on the amplitude ratio describing the transition from the progressive to the pure standing waves cases, the aspect ratio (i.e., the ratio of the major axis over the minor axis of the spheroid), the half-cone angle and order of the Bessel vortex beam, as well as the dimensionless size parameter. A generalized expression for the radiation force function is derived for cases encompassing the progressive, standing and quasi-standing waves of Bessel vortex beams. This expression can be reduced to other types of beams/waves such as the zeroth-order Bessel non-vortex beam or the infinite plane wave case by appropriate selection of the beam parameters. The results for progressive waves reveal a tractor beam behavior, characterized by the emergence of an attractive pulling force acting in opposite direction of wave propagation. Moreover, the transition to the quasi-standing and pure standing wave cases shows the acoustical tweezers behavior in dual-beam Bessel vortex beams. Applications in acoustic levitation, particle manipulation and acousto-fluidics would benefit from the results of the present investigation. (C) 2016 Elsevier B.V. All rights reserved.
机译:本文将球坐标系下的部分波级数展开(PWSE)方法推广到计算以波传播轴为中心的刚性扁椭球和长椭球所受的声辐射力。高阶贝塞尔涡旋光束分别由行波、驻波和准驻波组成。在对非粘性流体中的不可移动表面应用Neumann边界条件后,导出了一个耦合的线性方程组,并在执行单个数值积分程序后,通过矩阵反演进行数值求解。线性方程组取决于分波指数n和贝塞尔涡旋光束m的阶数,使用最小二乘意义上的截断但收敛的PWSE。计算辐射力函数(即单位能量密度和单位横截面表面的辐射力)的数值结果时,特别强调描述从渐进波过渡到纯驻波情况的振幅比、纵横比(即长轴与球体短轴的比值),贝塞尔涡旋光束的半锥角和阶数,以及无量纲尺寸参数。对于包含贝塞尔涡旋光束的渐进波、驻波和准驻波的情况,导出了辐射力函数的广义表达式。通过适当选择光束参数,该表达式可以简化为其他类型的光束/波,如零阶贝塞尔非涡旋光束或无限平面波情况。前进波的结果揭示了牵引梁的行为,其特征是出现了与波传播方向相反的吸引力。此外,过渡到准驻波和纯驻波情况显示了双光束贝塞尔涡旋光束中的声镊行为。目前的研究结果将有助于声悬浮、粒子操纵和声流体学的应用。(C) 2016爱思唯尔B.V.版权所有。

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