中国内陆及京津唐张地区重力海洋负荷潮的地理分布

郑金涵, 张昭栋

郑金涵, 张昭栋. 1984: 中国内陆及京津唐张地区重力海洋负荷潮的地理分布. 地震学报, 6(1): 75-82.
引用本文: 郑金涵, 张昭栋. 1984: 中国内陆及京津唐张地区重力海洋负荷潮的地理分布. 地震学报, 6(1): 75-82.
ZHENG JINHAN, ZHANG ZHAODONG. 1984: GEOGRAPHICAL DISTRIBUTION OF THE GRAVITATIONAL OCEANIC TIDAL LOAD ON THE BTTZ (京津唐张) AREA AND ON THE CONTINENT OF CHINA. Acta Seismologica Sinica, 6(1): 75-82.
Citation: ZHENG JINHAN, ZHANG ZHAODONG. 1984: GEOGRAPHICAL DISTRIBUTION OF THE GRAVITATIONAL OCEANIC TIDAL LOAD ON THE BTTZ (京津唐张) AREA AND ON THE CONTINENT OF CHINA. Acta Seismologica Sinica, 6(1): 75-82.

中国内陆及京津唐张地区重力海洋负荷潮的地理分布

GEOGRAPHICAL DISTRIBUTION OF THE GRAVITATIONAL OCEANIC TIDAL LOAD ON THE BTTZ (京津唐张) AREA AND ON THE CONTINENT OF CHINA

  • 摘要: 本文探讨重力海洋负荷潮的计算方法,比较三种不同的 M2海潮共潮图的计算结果,给出中国内陆及京津唐张地区重力负荷潮 M2、K1分潮的地理分布图.
    Abstract: An approach to the method for the calculation of gravitational oceanic tidal load is made. The results obtained by employing three different cotidal charts (M2) are compared. They give a map for the geographic distribution of the component of gravitational tidal load (M2) for the BTTZ (京津唐张) area and the continent of China together with a tidal map of K1.
  • [1] W. E. Farrell, Deformation of the earth by surface loads, Rev. Geophys. Space Physics, 10,761——797, 1972.

    [2] P. Melchior, The tides of the planet earth, Perganion Press, 1978.

    [3] J. T. guo, Static response of a multila,yered medium under inclined surface load, J. Geophys.Res., 74, 3195, 1969.

    [4] I. M. Longman, A Green's function for determining the deformation of the earth under surface mesa load, I, Theory, J. Geophys. Res., 67, 845, 1962.

    [5] II Computations and numerical results, J. Geoplzys. Res., 68, 485, 1963.

    [6] 13. P. Pertaev, The effects of ocean tides upon earth tide observation, Sixeme simposium in——ternational sur les marees errestres communication series A, No. 9 observatoire royal de belgique, 113——115, 1970.

    [7] 沈育疆,东中国海潮汐数值计算,山东海洋学院学报,10, 3, 1980,

    [8] 陈益惠等,北京、四川和西藏地区重力固体潮的研究,中国科学,8,779——785, 1980,

    [9] F. Ducarme, et al., A trans——world tidal gravitz profile, Pliys. Eartlz Plarze. Inzter., 16, 3, 257——276, 1978.

    [1] W. E. Farrell, Deformation of the earth by surface loads, Rev. Geophys. Space Physics, 10,761——797, 1972.

    [2] P. Melchior, The tides of the planet earth, Perganion Press, 1978.

    [3] J. T. guo, Static response of a multila,yered medium under inclined surface load, J. Geophys.Res., 74, 3195, 1969.

    [4] I. M. Longman, A Green's function for determining the deformation of the earth under surface mesa load, I, Theory, J. Geophys. Res., 67, 845, 1962.

    [5] II Computations and numerical results, J. Geoplzys. Res., 68, 485, 1963.

    [6] 13. P. Pertaev, The effects of ocean tides upon earth tide observation, Sixeme simposium in——ternational sur les marees errestres communication series A, No. 9 observatoire royal de belgique, 113——115, 1970.

    [7] 沈育疆,东中国海潮汐数值计算,山东海洋学院学报,10, 3, 1980,

    [8] 陈益惠等,北京、四川和西藏地区重力固体潮的研究,中国科学,8,779——785, 1980,

    [9] F. Ducarme, et al., A trans——world tidal gravitz profile, Pliys. Eartlz Plarze. Inzter., 16, 3, 257——276, 1978.

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  • 发布日期:  2011-08-31

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