Testing for inhomogeneity of the nonlinear parameter in an acoustic medium by ultrasonic phase conjugation

被引：0
|
作者：
S. V. Preobrazhenskiĭ
V. L. Preobrazhenskiĭ
P. Pernod
O. Bou Matar
机构：
[1] Russian Academy of Sciences,United European Laboratory LEMAC: Wave Research Center, Prokhorov Institute of General Physics
[2] Moscow State Institute of Radio Engineering,Institut d’Electornique, de Micro
[3] Electronics,electornique et de Nanotechnologie (IEMN
[4] and Automation,DOAE
[5] Ecole Centrale de Lille,UMR CNRS 8520)
来源：
Acoustical Physics | 2008年 / 54卷
关键词：
43.25.Ba;
D O I：
暂无
中图分类号：
学科分类号：
摘要：
The principle of applying a selective phase conjugation of the second harmonic of a focused ultrasonic wave to diagnosing inhomogeneity of the nonlinear parameter in an acoustic medium is considered. A solution to the three-dimensional problem of harmonic generation by phase-conjugated waves in a nonlinear medium with a localized isoechogenous inclusion is obtained. The signal amplitudes detected by a transmitting-receiving transducer at the second and forth harmonics of a probe wave are calculated for varying position of the inclusion relative to the focus.
引用
收藏
页码：15 / 19
页数：4
相关论文
共 50 条
  • [1] Testing for inhomogeneity of the nonlinear parameter in an acoustic medium by ultrasonic phase conjugation
    Preobrazhenskii, S. V.
    Preobrazhenskii, V. L.
    Pernod, P.
    Matar, O. Bou
    ACOUSTICAL PHYSICS, 2008, 54 (01) : 15 - 19
  • [2] IMAGING THE NONLINEAR ULTRASONIC PARAMETER OF A MEDIUM
    ICHIDA, N
    SATO, T
    LINZER, M
    ULTRASONIC IMAGING, 1983, 5 (04) : 295 - 299
  • [3] Acoustic Phase Conjugation in a Three-Phase Medium
    Pushkina, N. I.
    PHYSICS OF WAVE PHENOMENA, 2015, 23 (02) : 131 - 134
  • [4] Acoustic phase conjugation in a three-phase medium
    N. I. Pushkina
    Physics of Wave Phenomena, 2015, 23 : 131 - 134
  • [5] Parametric phase conjugation for the second harmonic of a nonlinear ultrasonic beam
    Brysev, AP
    Bunkin, FV
    Hamilton, MF
    Klopotov, RV
    Krutyanskii, LM
    Yan, K
    ACOUSTICAL PHYSICS, 2003, 49 (01) : 19 - 23
  • [6] Nonlinear mode of parametric ultrasonic phase conjugation numerical approach
    Ben-Khelil, S
    Merlen, A
    Preobrazhensky, VL
    Pernod, P
    2000 IEEE ULTRASONICS SYMPOSIUM PROCEEDINGS, VOLS 1 AND 2, 2000, : 569 - 572
  • [7] Parametric phase conjugation for the second harmonic of a nonlinear ultrasonic beam
    A. P. Brysev
    F. V. Bunkin
    M. F. Hamilton
    R. V. Klopotov
    L. M. Krutyanskii
    K. Yan
    Acoustical Physics, 2003, 49 : 19 - 23
  • [8] Measurement of Ultrasonic Nonlinear Parameter by Using Electromagnetic Acoustic Transducer
    Cai, Zhichao
    Liu, Suzhen
    Zhang, Chuang
    43RD REVIEW OF PROGRESS IN QUANTITATIVE NONDESTRUCTIVE EVALUATION, 2017, 1806
  • [9] ULTRASONIC PHASE CONJUGATION
    NIKOONAHAD, M
    PUSATERI, TL
    JOURNAL OF APPLIED PHYSICS, 1989, 66 (09) : 4512 - 4513
  • [10] PHASE CONJUGATION IN NONSTATIONARY MEDIUM WITH LARGE-SCALE INHOMOGENEITY-OPERATIONAL DESCRIPTIONS
    APRESJAN, LA
    IZVESTIYA VYSSHIKH UCHEBNYKH ZAVEDENII RADIOFIZIKA, 1983, 26 (07): : 852 - 859
12345