期刊文献+

论裸眼井中的“共振纵波”和“共振横波” 被引量:3

ON THE “RESONANT COMPRESSIONAL AND SHEAR WAVES” IN A FLUID-FILLED BOREHOLE
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摘要 一、引言 文献[1]和[2]指出,充流体裸眼井中存在频率确定、波速恒定、且沿传播方向不衰减的“共振纵波”和“共振横波”。本文的目的在于论证并指出,这两种波是不存在的。 二、论证 设一点源位于z=0的井轴上。 According to references [1] and [2] , there exist 'resonant compressional waves'[1,2] and 'resonant shear waves'[2] in a fluid-filled borehole. These waves were shown to exist at certain 'resonant' frequencies and propagate at a constant velocity without attenuation. However, the analysis of the present study indicates that such waves do not exist.
出处 《地球物理学报》 SCIE EI CAS CSCD 北大核心 1991年第1期125-128,共4页 Chinese Journal of Geophysics
关键词 测井 裸眼井 共振 纵波 横波 声波 Acoustic logging, Head wave characteristics.
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参考文献3

  • 1张金钟,地球物理学报,1987年,30卷,323页
  • 2余寿绵,地球物理学报,1984年,27卷,94页
  • 3杨楚良,地球物理学报,1980年,23卷,427页

同被引文献14

  • 1张海澜,王秀明,应崇福.弹性介质中充液井孔的漏模和井孔声场中的分波计算[J].中国科学(A辑),1995,25(7):742-752. 被引量:25
  • 2Biot M A. Propagation of elastic waves in cylindrical bore containing a fluid [ J ]. J Appl Phys, 1952, 23 (9) :302 -310.
  • 3Kurjian A L. Numerical computation of individual far-field arrivals excited by an acoustic source in a borehole[ J]. Geophysics,1985,50(5) :852 - 866.
  • 4Paillet F L, Cheng C H. A numerical investigation of head wave and leak modes in fluid -filled boreholes[ J ]. Geophysics, 1986,51 (7) :1438 - 1449.
  • 5杨楚良.充流体的裸眼井中弹性波的传播.地球物理学报,1985,28(1):85-100.
  • 6Chew W C. The singularities of a fourier - type integral in a multi - cylindrical layer problem[ J]. IEEE Transactions on Antennas and Propagation, 1983,AP-31(4) :653 -655.
  • 7KUPjIAN A L. Numerical computation of individual farfield arrivals excited by an acoustic source in a borehole[ J]. Geophysics, 1985,50(5) : 852 - 866.
  • 8PAILLET F L,CHENG C H. A numerical investigation of head wave and leak modes in fluid- filled boreholes[ J ]. Geophysics, 1985,51 (7): 1438 - 1449.
  • 9CHEW W C. The singularities of a Fourier - type integral in a multi - cylindrical layer problem[ J]. IEEE Transactions on Antennas and Propagation,1983, AP(31 ) :653 -655.
  • 10牛玉清,马兴瑞,黄文虎.非均匀介质中弹性波动方程的参数摄动法[J].应用数学和力学,1997,18(7):579-584. 被引量:2

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