New expressions for the radiation force function of spherical targets in stationary and quasi-stationary waves

被引:0
|
作者
F. G. Mitri
Z. E. A. Fellah
机构
[1] Ultrasound Research Laboratory,Department of Physiology and Biomedical Engineering, Mayo Clinic College of Medicine
[2] CNRS-UPR 7051,Laboratoire de Mécanique et d’Acoustique
来源
关键词
Acoustic scattering; Radiation force;
D O I
暂无
中图分类号
学科分类号
摘要
A new expression for the radiation force function – which is the radiation force per unit energy density and unit cross-sectional surface area – for spheres in a stationary (or standing) and quasi-stationary wave is obtained based on the far-field acoustic scattering field. The radiation force function formulation has been simplified mathematically and improved into a more general form. Numerical results are presented for rigid and elastic spheres, air bubbles in water as well as liquid drops in air to illustrate the theory. It is demonstrated that expressions for the radiation force functions obtained from the far-field derivation approach are equivalent to those obtained from the near-field-based derivation.
引用
收藏
页码:1 / 9
页数:8
相关论文
共 50 条
  • [21] STRUCTURE OF QUASI-STATIONARY SPHERICAL SYSTEM OF STARS OF DIFFERENT MASSES
    MIKHEILE, I
    ASTRONOMICHESKII ZHURNAL, 1972, 49 (01): : 197 - &
  • [22] Quasi-stationary and chaotic convection in low rotating spherical shells
    Futterer, B.
    Egbers, C.
    ADVANCES IN TURBULENCE XII - PROCEEDINGS OF THE 12TH EUROMECH EUROPEAN TURBULENCE CONFERENCE, 2009, 132 : 97 - 101
  • [23] Dispersion refraction. A quasi-stationary radiation approximation
    Kopeykin, V.V.
    Telecommunications and Radio Engineering (English translation of Elektrosvyaz and Radiotekhnika), 1988, 43 (03): : 119 - 122
  • [24] QUASI-STATIONARY SOLITONS FOR LANGMUIR WAVES IN PLASMAS WITH FULL NONLINEARITY
    Atif, Sami
    Biswas, Anjan
    Zerrad, Essaid
    JOURNAL OF MULTISCALE MODELLING, 2011, 3 (04) : 217 - 227
  • [25] COMPARISON OF STATIONARY AND QUASI-STATIONARY FLOWS OF AN IDEAL LIQUID
    GORBANEV, NN
    PRIKLADNAYA MATEMATIKA I MEKHANIKA, 1974, 38 (01): : 158 - 162
  • [26] Quasi-stationary waves and their impact on European weather and extreme events
    Wolf, Gabriel
    Brayshaw, David J.
    Klingaman, Nicholas P.
    Czaja, Arnaud
    QUARTERLY JOURNAL OF THE ROYAL METEOROLOGICAL SOCIETY, 2018, 144 (717) : 2431 - 2448
  • [27] QUASI-STATIONARY PLANETARY-WAVES AND TEMPERATURE REFERENCE ATMOSPHERE
    VAROTSOS, C
    METEOROLOGY AND ATMOSPHERIC PHYSICS, 1987, 37 (04) : 297 - 299
  • [28] EVOLUTION OF A QUASI-STATIONARY STATE
    WINTER, RG
    PHYSICAL REVIEW, 1961, 123 (04): : 1503 - +
  • [29] QUASI-STATIONARY SALT FINGERS
    POGREBNOY, AE
    IZVESTIYA AKADEMII NAUK FIZIKA ATMOSFERY I OKEANA, 1992, 28 (09): : 988 - 997
  • [30] Quasi-stationary optical Gaussons
    Biswas, Anjan
    Milovic, Daniela
    Girgis, Laila
    OPTIK, 2013, 124 (17): : 2959 - 2962