Interaction of acoustic waves with cracks: Elastic and inelastic nonlinearity mechanisms on different time scales

被引:0
|
作者
V. Yu. Zaitsev
V. É. Gusev
V. E. Nazarov
B. Castagnéde
机构
[1] Russian Academy of Sciences,Institute of Applied Physics
[2] Université du Maine,undefined
来源
Acoustical Physics | 2005年 / 51卷
关键词
Experimental Data; Acoustic Wave; Acoustics; Geometric Feature; Harmonic Generation;
D O I
暂无
中图分类号
学科分类号
摘要
The interrelated elastic and inelastic fast and slow effects of acoustic wave interaction with cracks are discussed from a unified point of view. Special attention is given to the dissipative manifestations of the presence of cracks and to the effects of the symmetrically time-reversible slow dynamics observed for acoustically activated cracks. These effects can be more pronounced than the conventionally discussed nonlinear elastic effects (such as higher harmonic generation). Taking into account the main geometric features of cracks, a thermoelastic mechanism is proposed to consistently interpret the experimental data. Consequences of the results of these studies for seismics are discussed, and the possibilities of using the observed effects for nonlinear acoustic diagnostics of cracks are discussed.
引用
收藏
页码:S67 / S77
相关论文
共 50 条
  • [1] Interaction of acoustic waves with cracks:: Elastic and inelastic nonlinearity mechanisms on different time scales
    Zaitsev, VY
    Gusev, VÉ
    Nazarov, VE
    Castagnéde, B
    [J]. ACOUSTICAL PHYSICS, 2005, 51 (Suppl 1) : S67 - S77
  • [2] INTERACTION OF ELASTIC-WAVES IN MEDIA WITH A STRONG ACOUSTIC NONLINEARITY
    NAZAROV, VE
    [J]. SOVIET PHYSICS ACOUSTICS-USSR, 1992, 38 (05): : 493 - 495
  • [3] SCATTERING OF ACOUSTIC WAVES FROM A MOVING ELASTIC NONLINEARITY
    TSAI, CS
    [J]. JOURNAL OF THE ACOUSTICAL SOCIETY OF AMERICA, 1968, 44 (02): : 458 - &
  • [4] ELASTIC-WAVES IN MEDIA WITH STRONG ACOUSTIC NONLINEARITY
    NAZAROV, VE
    OSTROVSKII, LA
    [J]. SOVIET PHYSICS ACOUSTICS-USSR, 1990, 36 (01): : 57 - 60
  • [5] Interaction of elastic waves in solids with quadratic and cubic nonlinearity
    Sun, Mingzhu
    Li, Xiongbing
    Kube, Christopher M.
    [J]. JOURNAL OF THE ACOUSTICAL SOCIETY OF AMERICA, 2023, 154 (05): : 3285 - 3309
  • [6] Interaction of Acoustic Waves in The Media with Quadratically Bimodular Nonlinearity
    Nazarov, V. E.
    Kiyashko, S. B.
    [J]. RADIOPHYSICS AND QUANTUM ELECTRONICS, 2018, 61 (06) : 426 - 435
  • [7] Interaction of Acoustic Waves in The Media with Quadratically Bimodular Nonlinearity
    V. E. Nazarov
    S. B. Kiyashko
    [J]. Radiophysics and Quantum Electronics, 2018, 61 : 426 - 435
  • [8] A numerical model for the nonlinear interaction of elastic waves with cracks
    Rusmanugroho, Herurisa
    Malcolm, Alison
    Darijani, Meghdad
    [J]. WAVE MOTION, 2020, 92
  • [9] Acoustic waves in microinhomogeneous media with quadratic elastic nonlinearity and relaxation
    Nazarov, VE
    Radostin, AV
    [J]. DOKLADY PHYSICS, 2003, 48 (11) : 633 - 636
  • [10] Acoustic waves in microinhomogeneous media with quadratic elastic nonlinearity and relaxation
    V. E. Nazarov
    A. V. Radostin
    [J]. Doklady Physics, 2003, 48 : 633 - 636