Acta Physica Sinica, Volume. 68, Issue 21, 214301-1(2019)
Fig. 1. Form function of the solid spheres for two materials.两种材料实心球形态函数幅频特性曲线
Fig. 2. Dispersion curves of the solid PMMA sphere: (a) Real-imaginary of eigenvalue; (b) normalized phase velocity.实心PMMA球频散曲线 (a)特征值实部-虚部; (b)归一化相速度
Fig. 3. Ray diagram for subsonic Rayleigh waves propagating around the sphere.亚音速Rayleigh波传播路径
Fig. 4. (a) Normalized dispersion curve of subsonic Rayleigh waves (black dotted line) and curves of 2
Fig. 5. Sensitivity of resonance-frequency: (a)
Fig. 6. Sensitivity of resonance-amplitude: (a)
Fig. 7. Sensitivity of resonance frequency to attenuation: (a)
Fig. 9. Cost function of resonance frequency: (a) ; (b) 频率代价函数 (a) ; (b)
Fig. 10. Relative errors of the transverse wave velocity and the longitudinal wave velocity.剪切波和纵波声速相对误差
Fig. 11. Cost function of resonance amplitude: (a) ; (b) . 幅度代价函数 (a) ; (b)
Fig. 12. Relative errors of the longitudinal wave attenuation coefficient and the transverse wave attenuation coefficient.纵波和剪切波衰减系数相对误差
Fig. 14. Time-domain signal: (a) Echoes; (b) incident pressure.时域信号 (a)回波; (b)入射波
Fig. 16. Cost function: (a) Resonance frequency; (b) resonance amplitude.代价函数 (a)共振峰频率; (b)共振峰幅度
Fig. 17. Comparison between experimental and theoretical calculation.实验结果和理论计算对比
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Resonance frequency and amplitude obtained in experiment.
实验获取共振峰频率和幅度
Resonance frequency and amplitude obtained in experiment.
实验获取共振峰频率和幅度
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Yan-Ling Zhou, Jun Fan, Bin Wang.
Received: Jun. 27, 2019
Accepted: --
Published Online: Sep. 17, 2020
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