1989: INVESTIGATION OF GEOMAGNETIC INDUCTION FUNCTION IN THREE-DIMENSIONAL STRUCTURES. Acta Seismologica Sinica, 11(4): 373-380.
Citation: 1989: INVESTIGATION OF GEOMAGNETIC INDUCTION FUNCTION IN THREE-DIMENSIONAL STRUCTURES. Acta Seismologica Sinica, 11(4): 373-380.

INVESTIGATION OF GEOMAGNETIC INDUCTION FUNCTION IN THREE-DIMENSIONAL STRUCTURES

More Information
  • Published Date: September 01, 2011
  • The application of the transfer function relation,Z = AH + BI),to induction study is briefly reviewed. Three dimensional (3D) models are used to calculate the induction vectors and transfer functions for investigating the properties of these quantities and particularly the property of their imaginary components. For square or rectangular conductive bodies with top surface parallel to the ground,the results show two dimensional (2D) behaviour. For a model consisting of two rectangular conductors buried at different depths,the calculated results show that the induction functions are more complex than 2D ones,the coefficients A and B can have similar magnitudes even in the direction of the major axes,and accordingly,the real and imaginary components may point in very different directions.
  • [1] Parkinson, W. D,1959. Direction of rapid geomagnetic variations, Geophys. J. R. Astr. Soc., 2,1——14.

    [2] Schmucter, U., 1963. Anomalies of geomagnetic variations in the southwest USA, J. Gromagn. Groelrc.. 15,193——221.

    [3] Edwards, R. N,L. K., Law, and A., Whitc, 1971. Geomagnetic variations in the British Isles. Phii. Trans.

    [4] Roy. Soc., London, Ser. A, 270——323.

    [5] Beamish, D. and R. J., Banks, 19x3. Geomagnetic v.stiation anomalies in northern England:processing and presentation of data from a non——simultaneous array—— Ceophys. J. R. asrr. Soc., 75, 513——539.

    [6] 侯作中、史铁生,1984.云南省的地磁短周期变化异常.地震学报,s,za7——z93.

    [7] Rokityansky, L. L.,1982. Geoelectromagnetic Investigation of the Earth's Crust and Maatle., p. 284,Springer——Verlag.

    [8] Lilley, F. E. M. and D. J., Bennett, 1973. Linear reationships in geomagnetic variation studies. Phys. Earth Planet. Int, 7, 9——14.

    [1] Parkinson, W. D,1959. Direction of rapid geomagnetic variations, Geophys. J. R. Astr. Soc., 2,1——14.

    [2] Schmucter, U., 1963. Anomalies of geomagnetic variations in the southwest USA, J. Gromagn. Groelrc.. 15,193——221.

    [3] Edwards, R. N,L. K., Law, and A., Whitc, 1971. Geomagnetic variations in the British Isles. Phii. Trans.

    [4] Roy. Soc., London, Ser. A, 270——323.

    [5] Beamish, D. and R. J., Banks, 19x3. Geomagnetic v.stiation anomalies in northern England:processing and presentation of data from a non——simultaneous array—— Ceophys. J. R. asrr. Soc., 75, 513——539.

    [6] 侯作中、史铁生,1984.云南省的地磁短周期变化异常.地震学报,s,za7——z93.

    [7] Rokityansky, L. L.,1982. Geoelectromagnetic Investigation of the Earth's Crust and Maatle., p. 284,Springer——Verlag.

    [8] Lilley, F. E. M. and D. J., Bennett, 1973. Linear reationships in geomagnetic variation studies. Phys. Earth Planet. Int, 7, 9——14.
  • Related Articles

  • Cited by

    Periodical cited type(8)

    1. 欧阳龙斌,苏柱金,刘军,黄文辉,洪玉清,吕浩杰. 国家地震烈度速报与预警工程融合决策平台建设. 中国地震. 2024(01): 24-39 .
    2. 支明,徐佳静,孙丽. 地震自动速报综合触发系统产出结果评估. 中国地震. 2023(01): 154-165 .
    3. 支明,梁建宏,孙丽,徐泰然,梁皓,刘敬光. 地震自动速报中常用震级测定方法的适用性研究. 中国地震. 2023(04): 868-882 .
    4. 杨芳,朱嘉健,朱腾,吕仲杭. 基于移动时窗的τ_c计算方法及其在广东地区震级估算的应用. 华南地震. 2020(01): 53-59 .
    5. HUANG Zhibin. Development of Automatic Earthquake Quick Report in China. Earthquake Research in China. 2020(02): 219-226 .
    6. 南芳芳,张锋,龚固斌,赖爱京,黄帅堂,冯英. 新疆地区自动地震速报震级偏差分析. 地震地磁观测与研究. 2019(04): 45-52 .
    7. GUO Tielong,HUANG Zhibin,ZHAO Bo. The Improvement of Earthquake Real-Time Monitoring System of Chinese National Digital Seismic Network. Earthquake Research in China. 2019(04): 596-604 .
    8. 孙丽,梁建宏. M_(WP)震级测定方法在全球中强地震自动测定中的应用. 地球物理学进展. 2016(05): 2139-2144 .

    Other cited types(1)

Catalog

    Article views (1020) PDF downloads (108) Cited by(9)

    /

    DownLoad:  Full-Size Img  PowerPoint
    Return
    Return