SEQUENTIAL CHARACTERISTICS AND ACCURATE ESTIMATION OF CYCLE SLIPS IN HIGH ORDER DIFFERENTIAL
Wang Aisheng 1,2,3) ; and Ou Jikun 1)
1) Key Laboratory of Dynamical Geodesy, Institute of Geodesy and Geophysics, CAS, Wuhan 4300772) School of Geodesy and Geomatic, Xuzhou Normal University, Xuzhou 2211163) The Graduate School of Chinese Academy of Science, Beijing 100049
Abstract The concepts of independent and dependent cycle slips are presented, the characteristic subseries related to independent cycle slips in high order differential series is given and the fact that dependent cycle slips is overlapped in high order differential is found, and its characteristic subseries is also given. So we suggest a new method using which cycle slips can be detected and fixed. In this method high order differentials is considered as measurements, observation equation is built in term of characteristic subseries, and LeastSquares adjustment is used. Detection of cycle slips is equivalent to locating characteristic subseries. An example shows that this method can be used to detect dependent cycle slips which can not be detected using predecessor.
Wang Aisheng,$author.xingMing_EN. SEQUENTIAL CHARACTERISTICS AND ACCURATE ESTIMATION OF CYCLE SLIPS IN HIGH ORDER DIFFERENTIAL[J]. , 2008, 28(5): 59-64.
Wang Aisheng,$author.xingMing_EN. SEQUENTIAL CHARACTERISTICS AND ACCURATE ESTIMATION OF CYCLE SLIPS IN HIGH ORDER DIFFERENTIAL[J]. jgg, 2008, 28(5): 59-64.
