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Acoustoelastic effect in stressed heterostructures

机译:应力异质结构中的声弹效应

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摘要

Mechanical stresses influence the phase velocity of acousticnwaves, known as the AE (acoustoelastic) effect. In order to calculatenthe AE effect of biaxially stressed layered systems, we extended thentransfer matrix method for acoustic wave propagation by considering thenchange of the density, the influence of residual stress, and thenmodification of the elastic stiffness tensor by residual strain and bynthird-order constants. The generalized method is applied to thencalculation of the angular dispersion of the AE effect for transversenbulk modes and surface acoustic waves on Ge(001). Our calculationsnreveal that the AE effect significantly depends on the propagationndirection and can even change sign. The maximal velocity change occursnfor transversally polarized waves propagating parallel to the [110]ndirection. For the layered Ge/Si(001) system, the AE effect isninvestigated for Love modes propagating in the [100] and [110]ndirections. The AE effect increases rapidly with increasing layernthickness and almost reaches its maximal value when the wave stillnpenetrates into the unstressed substrate
机译:机械应力会影响声波的相速度,即AE(声弹)效应。为了计算双轴应力分层系统的AE效应,我们考虑了密度的变化,残余应力的影响以及残余应变和三阶常数对弹性刚度张量的修改,扩展了传递矩阵方法进行声波传播。然后将广义方法应用于计算横bul模式和Ge(001)上的表面声波的AE效应的角度色散。我们的计算表明,AE效应在很大程度上取决于传播方向,甚至可以改变符号。对于平行于[110] n方向传播的横向极化波,出现最大速度变化。对于Ge / Si(001)分层系统,对于在[100]和[110] n方向传播的Love模式,未研究AE效应。 AE效应随着层厚度的增加而迅速增加,并且当波仍穿透未受应力的基底时几乎达到其最大值

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