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Dispersion of Axisymmetric Longtudinal Waves in a Pre-Strained Imperfectly Bonded Bi-Layered Hollow Cylinder

机译:预应变不完全粘结双层空心圆柱中轴对称纵向波的色散

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This paper studies the dispersion of the axisymmetric longitudinal wave propagation in the pre-strained hollow cylinder consisting of two-layers under the shear-spring type imperfectness of the contact conditions between these layers. The investigations are made within the framework of the piecewise homogeneous body model by utilizing the 3D linearized theory of elastic waves in elastic bodies with initial stresses. It is assumed that the layers of the cylinder are made from compressible hyper-elastic materials and their elasticity relations are given through the harmonic potential. The degree of the mentioned imperfectness is estimated by the shear-spring parameter. Numerical results on the influence of this parameter on the behavior of the dispersion curves related to the fundamental mode are presented and discussed. It is established that the considered type imperfectness of the contact conditions causes two branches of the dispersion curve related to the fundamental mode to appear: the first disappears, but the second approaches the dispersion curve obtained for the perfect interface case by decreasing the shear-spring parameter.
机译:本文研究了由两层组成的预应变空心圆柱体在剪切弹簧型接触条件不完善的情况下在轴对称纵向波传播中的弥散。利用分段弹性体的3D线性化理论,对具有初始应力的弹性体进行了研究。假设圆柱体的各层由可压缩的超弹性材料制成,并且它们的弹性关系通过谐波电位给出。所提到的不完美程度是通过剪切弹簧参数来估计的。给出并讨论了该参数对与基本模式有关的色散曲线行为的影响的数值结果。可以确定的是,所考虑的接触条件的类型不完美会导致出现与基本模态有关的色散曲线的两个分支:第一个分支消失,但是第二个通过减小剪切弹簧接近了理想界面情况下获得的色散曲线。参数。

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