SQ-70B 型水平摆倾斜仪在山东泰安台的固体潮观测c
OBSERVATION OF EARTH TIDE WITH THE TILTMETER TYPE SQ-70B AT THE TAIAN STATION
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摘要: 本文报道了山东省泰安地震台的高精度倾斜固体潮观测结果.所用仪器是 SQ-70B 型石英水平摆倾斜仪,使用格值可达0.0004/毫米.观测资料稳定可靠.本文还报道了依据1980年5月以来的资料所算得的泰安地区的因子及相位滞后 k,其中,东西分量的主要潮波结果如下:（M2）=0.6480.004（K2）=0.6320.019（O1）=0.6990.028（K1）=0.7400.029（M3）=0.7310.126k（M2）=-13.60.4K（K2）=-14.51.9K（O1）=-13.92.4k（K1）=-14.02.0k（M3）=11.59.9Abstract: This article reports the work of earth tide observation with high precision at the Tai-An seismic station of shandong province. The instrument used was a fused quartz horizontal pendulum tiltmeter, type SQ-70B, the sensitivity of which could reach 0.0004 second per millimeter, and the data obtained were stable and reliable.The article also reports the results of factor and phase lag calculated from the data obtained at Taian area since May 1980. The results are, in the main tides of EW component, as follows:（M2）=0.6480.004（K2）=0.6320.019（O1）=0.6990.028（K1）=0.7400.029（M3）=0.7310.126k（M2）=-13.60.4K（K2）=-14.51.9K（O1）=-13.92.4k（K1）=-14.02.0k（M3）=11.59.9
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[1] C. Beaumont & J. Bergen, Earthquake prediction: Modification of the earth tide tilts and strains by dilatancy, GeoP. d. R. Astr. Soc., 39, 1, 111——121 1974.
[2] M. Van Ruymbeke&B. Ducarlne,&M. De Becker, Au attempt to model the tidal triggering of earthquakes, abstracts of tlae Ninth International Symposirm on Eartla Tides, New York, 1981.
[3] R. Mcnutt & R. J. Beavan, Analysis of volcanic earthquakes correlated with earth tidal at pavlof volcano, Alaska Peninsula, Abstrocts of the Nintla International Symposium on Earth Tictes, New York, 1981.
[4] 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.
[5] 王志东等,河北沙城地倾斜潮汐波的调和分析,地球物理学报,17, 4, 1974.
[6] 朱虎等,石英水平摆式倾斜仪的格值常数测定,地震学报,2, 3, 198D,
[7] P. Melchior, The earth tides, Pergamion Press, 126——189, 1966.
[8] J. Yerbaandert, L'etalonnage dea pendulea horizontaux, Bollettno Geofi. Trieste, 4, 16, 419——446,1962.
[9] P. Melchior, The tides of the planet earth, Pergamon Press, 1978.
[10] A. P. Venedikov, Une method pour L'analyeis dea marees terrestres a partir d'enregistrements de louguear arbitraire, Obs. Roy. Belgiqe Serie Geopla., 71, 463——485, 1966.
[11] C. E. Cartwaight & R. J. Taylar, New computations of the tide——generating potential, Geoph. J. R. Astr. Soc., 23, 45——74, 1971
[12] D. E. Cartwaight & A. C. Edden, Corrected tables of tidal harmonica, Geoph. J. R. Astr. Soc., 33, 253——261, 1973.
[13] B. Ducarme, The computation procedures at the international center for earth tides (I. C. E. T.), Bulletin D'informations Marees Terrestres, 72, 4156——4181, 1975.
[14] P. Melchior, Harmonic analysis of earth tides, Methods in Computational Physics, 13, 271——341, 1973.[1] C. Beaumont & J. Bergen, Earthquake prediction: Modification of the earth tide tilts and strains by dilatancy, GeoP. d. R. Astr. Soc., 39, 1, 111——121 1974.
[2] M. Van Ruymbeke&B. Ducarlne,&M. De Becker, Au attempt to model the tidal triggering of earthquakes, abstracts of tlae Ninth International Symposirm on Eartla Tides, New York, 1981.
[3] R. Mcnutt & R. J. Beavan, Analysis of volcanic earthquakes correlated with earth tidal at pavlof volcano, Alaska Peninsula, Abstrocts of the Nintla International Symposium on Earth Tictes, New York, 1981.
[4] 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.
[5] 王志东等,河北沙城地倾斜潮汐波的调和分析,地球物理学报,17, 4, 1974.
[6] 朱虎等,石英水平摆式倾斜仪的格值常数测定,地震学报,2, 3, 198D,
[7] P. Melchior, The earth tides, Pergamion Press, 126——189, 1966.
[8] J. Yerbaandert, L'etalonnage dea pendulea horizontaux, Bollettno Geofi. Trieste, 4, 16, 419——446,1962.
[9] P. Melchior, The tides of the planet earth, Pergamon Press, 1978.
[10] A. P. Venedikov, Une method pour L'analyeis dea marees terrestres a partir d'enregistrements de louguear arbitraire, Obs. Roy. Belgiqe Serie Geopla., 71, 463——485, 1966.
[11] C. E. Cartwaight & R. J. Taylar, New computations of the tide——generating potential, Geoph. J. R. Astr. Soc., 23, 45——74, 1971
[12] D. E. Cartwaight & A. C. Edden, Corrected tables of tidal harmonica, Geoph. J. R. Astr. Soc., 33, 253——261, 1973.
[13] B. Ducarme, The computation procedures at the international center for earth tides (I. C. E. T.), Bulletin D'informations Marees Terrestres, 72, 4156——4181, 1975.
[14] P. Melchior, Harmonic analysis of earth tides, Methods in Computational Physics, 13, 271——341, 1973.
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