首页> 外文期刊>International journal of geomechanics >Shear-Wave Propagation in a Loosely Bonded Inhomogeneous Fiber-Reinforced Stratum under the Influence of Horizontal Initial Stress Growing with Depth
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Shear-Wave Propagation in a Loosely Bonded Inhomogeneous Fiber-Reinforced Stratum under the Influence of Horizontal Initial Stress Growing with Depth

机译:水平初始应力随深度增长影响下松散粘结的非均质纤维增强层中的横波传播

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The current study focused on the propagation behavior of horizontally polarized shear waves (SH wave) in a corrugated fiber-reinforced layer loosely bonded with an isotropic elastic half-space. Both the layer and half-space were assumed to be heterogeneous and acted upon by horizontal initial stresses. The heterogeneity in both the layer and half-space were caused by exponential variation of the elastic parameters and density as a function of depth. The closed form of the dispersion relation was obtained and reduced to the classical Love wave equation as a particular case of the problem. The substantial effects of reinforcement, anisotropy, heterogeneities, corrugation, loosely bonded interface, and initial stresses on the dispersion curve were studied extensively with the aid of graphical illustrations and discussions accomplished by numerical computation. Moreover, a comparative study was performed to meticulously compare the case of presence of reinforcement in the layer (anisotropic case) to the case of reinforced free layer (isotropic case), the heterogeneous case to the homogeneous case, and the case of loosely bonded interface to the case of perfectly bonded planar interface. (C) 2017 American Society of Civil Engineers.
机译:当前的研究集中在水平极化剪切波(SH波)在与各向同性弹性半空间松散结合的波纹纤维增强层中的传播行为。假定层和半空间都是异质的,并且受到水平初始应力的作用。层和半空间的异质性是由弹性参数和密度随深度的指数变化引起的。获得了色散关系的封闭形式,并将其简化为经典的Love波方程,作为问题的特殊情况。借助于图形图示和数值计算的讨论,广泛研究了增强,各向异性,非均质性,波纹,松散结合的界面和初始应力对色散曲线的影响。此外,进行了比较研究,以细致地比较层中存在增强的情况(各向异性情况)与自由增强层的情况(各向同性情况),非均质情况和均质情况以及界面松散的情况。完美粘合平面界面的情况。 (C)2017年美国土木工程师学会。

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