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Approaches for evaluating Young's and shear moduli in terms of a single SAW velocity via the SAM technique

机译:通过SAM技术根据单个声表面波速度评估杨氏模量和剪切模量的方法

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In ultrasonic material investigations Young's modulus, E, and shear modulus, G, conventionally expressed in terms of the velocities of longitudinal (F_L,) and transverse (V_T) modes, are usually difficult to determine from a single measurement, in particular for scanning acoustic microscopy. Therefore, using Viktorov formula and physically acceptable approximations, we derive simple expressions for E and G in terms of the velocity, V_i, of just one propagating mode (including Rayleigh mode V_R). It was found that (E, G)=(α_i, β_o)_ρV_i~2. The validity of these expressions is successfully tested, analytically and graphically, for a great number of materials representing a large spectrum of densities, 1000 kg/m~3 < ρ < 22 000 kg/m~3, and characterized by a wide interval of velocities, 1400 m/s < V_L < 12000 m/s.
机译:在超声材料研究中,通常难以通过单次测量来确定杨氏模量E和剪切模量G,通常用纵向(F_L)和横向(V_T)速度表示,特别是对于扫描声学显微镜检查。因此,使用Viktorov公式和物理上可接受的近似值,我们就仅一种传播模式(包括瑞利模式V_R)的速度V_i得出了E和G的简单表达式。发现(E,G)=(α_i,β_o)_ρV_i〜2。这些表达式的有效性已通过分析和图形方式成功地进行了测试,适用于代表密度分布范围广的大量材料,即1000 kg / m〜3 <ρ<22000 kg / m〜3,并且具有较大的间隔时间。速度,1400 m / s

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