左兆荣, 郭履灿. 1985: 体波震级综合起算函数的研究. 地震学报, 7(2): 158-170.
引用本文: 左兆荣, 郭履灿. 1985: 体波震级综合起算函数的研究. 地震学报, 7(2): 158-170.
Zuo ZHAOBONG, GUO LUCAN hr. 1985: STUDY OF THE SYNTHETIC CALIBRATION FUNCTION OF BODY WAVE MAGNITUDE. Acta Seismologica Sinica, 7(2): 158-170.
Citation: Zuo ZHAOBONG, GUO LUCAN hr. 1985: STUDY OF THE SYNTHETIC CALIBRATION FUNCTION OF BODY WAVE MAGNITUDE. Acta Seismologica Sinica, 7(2): 158-170.

体波震级综合起算函数的研究

STUDY OF THE SYNTHETIC CALIBRATION FUNCTION OF BODY WAVE MAGNITUDE

  • 摘要: 为了改进中国地震台网体波震级的测定工作,本文利用中国地区地震P波和S波走时表及其相应的地壳地幔速度模型和地球的吸收带Q值模型(简称ABM-Q值模型),讨论了地震波的几何扩散效应和地球介质的吸收效应;通过数值计算,制定了中国地震台网体波震级的综合起算函数。经初步使用检验表明,新的震级起算函数,由于引进了与周期相对应的补偿,使得所测不同周期的体波震级基本趋向一致,改善了Gutenberg和Richter(1956)的起算函数在短周期上低估震级的倾向;而且,ABM-Q值模型较之SL8-Q值模型更加符合体波的衰减特性。

     

    Abstract: The synthetic calibration functions of body-wave magnitude for Chinese stations are formulated in terms of P and 8 wave travel times from earthquakes in the Chinese region and its corresponding velocity distribution model in the crust and mantle and absorption band Q model for the earth (abbreviated ABM-Q model), discussing the effects of geometrical spreading of seismic waves and absorption by the medium in the earth. The results obtained demonstrate:(1)A factor T1-a in the synthetic calibration function is introduced through the frequency-dependence of quality factor Q. That isf(△, h, T) = g(△, h) + a(△, h)/T1-aWhere the parameter a characterizes the degree of frequency-dependence of the quality factor Q in the ABM-Q model, but here it represents the period-dependence of the calibration functions. This is a theoretical improvement on the calibration functions of Gutenberg and Riehter (1956) and of Nortmann and Duda (1982).(2)The term a (A, h) characterizing effect of absorption has higher compensation obviously in the upper mantle and the bottom mantle in the new calibration functions, in comparison with Nortmann and Dudas (1982). This is consistent, so far as known with the tendency of Q distribution with depth.(3)The tendency of underestimating magnitude by Gutenberg and Riehter (1956) calibration functions in the short period range and by Nortmann and Duda (1982) calibration function in the long period range is improved in the preliminary practical tests, so that the magnitudes determinated from different seismic wave periods are basically consistent.(4)The new calibration functions can be used as basic data in formulating the calibration function of body-wave spectral magnitude.

     

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