摘要
用自回归谱的Marple算法,分析了1962.0至1994.0年间UT1序列,得到了与理论值非常接近的潮汐短周期项Mf、Mm波的谱峰,并计算了洛夫数K值,结果为KMm=0.310±0.009,KMf=0.314±0.009。本文还利用该测时资料求出地球自转速率的准两年变化,并导出激发函数ψ3的相应变化,从而获得了全球纬向风两年变化特性的一些结论。
In this paper, the UT1 series during the period of 1962.0 to 1982.0 calculated by Li Zhengxin, the BIH UT1 series (1967.0 to 1988.0) and the IERS UT1 series (1988.0 to 1994.0) are connected into a long one, from which the fortnightly (Mf) and monthly (Mm) waves are analyzed by using the method of Marple estimate. The Love numbers k are also determined by using two methods of correlation and least square respectively: (K Mf )cor=0.320,(K Mf )lea=0.308, (K Mm )cor=0.313,(K Mm )lea=0.307. The average results are :K Mf =0.314, K Mm =0.310,which agree with the previous studies. The variations of K Mf and K Mm are also studied here, from which we can see K Mm is more stable than K Mf because of the existence of the perturbations in the same range of fortnightly wave caused by geophysical phenomena which has not been identified. The biennial term of Earth roatation and the corresponding excitation function ψ 3 are also determined from the UT1 series, which enables some conclusions to be drawn about the biennial zonal wind characteristics. Its an effetive method of studying global zonal wind.
出处
《南京大学学报(自然科学版)》
CAS
CSCD
1997年第2期223-229,共7页
Journal of Nanjing University(Natural Science)
基金
国家"八五"攀登项目
国家自然科学基金
关键词
地球自转
时序分析
短周期项
纬向风
洛夫数
Rotation of the Earth
Time series analysis
Short period term
Biennial zonal wind