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斜入射声场中无限弹性圆柱的共振、表面波及声散射

RESONANCE AND SURFACE WAVES IN RELATION TO SCATTERING OF AN INFINITE ELASTIC CYLINDER IN AN OBLIQUELY INCIDENT ACOUSTIC FIELDS

  • 摘要: 本文讨论斜入射声波场中无限长弹性圆柱体的声散射特性与柱体的共振和表面波特性之间的关系。由自由柱的三维简正波解,可求得柱的自由共振频率与相应螺旋表面波的相速度以及螺旋角的关系,进而可求得表面波相速度的频散关系与水中声波入射角的关系,通过与Flax等在有关论文中的结果相比较,表明在倾斜入射条件下,无限弹性柱的共振方式与形函数曲线中极小值的频率基本相符,这一现象与正横入射时的现象相类似。

     

    Abstract: The relationship between resonance and surface waves and scattering of an infinite elastic cylinder excited by an obliquely incident acoustic wave is discussed in this article. According to three dimensional normal mode solutions for a free cylinder, the resonant frequencies of cylinder and correpondingly the phase velocity of helical surface waves and their relation to helical angles are obtained. Furthermore, as a cylinder is excited by sound waves in water, the dispersion of phase velocity for helical surface waves with relation to incident angle also could be derived. comparing the results in this article with results in the article of Flax et al, we found that in obliquely incident condition, the resonant modes are basically in agreement with the frequencies of minimum value in curves, of form function. This phenomenon is analogous with the phenomenon in condition of perpendicular incident.

     

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