The problem of datum definition as applied to local-area geodetic networks is investigated using data collected from global navigation satellite systems (GNSS). It is shown that the process of double differencing makes the model more sensitive to computational errors that reduce the ability of the satellites alone to control the translation component of the datum definition, and as a result additional regularization is required. Traditionally, datum definition has been accomplished by constraining one station to set coordinates. Alternative regularization strategies are analysed in terms of their effects on positioning and ambiguity resolution. In doing so, processing strategies are developed which can improve the quality of global positioning system (GPS)-based position solutions in geodetic network applications of limited spatial extent, such as high-precision engineering and deformation monitoring networks. 相似文献
A numerical model has been designed to study the storm surge induced by typhoon along the coast of Taiwan. The governing equations
have been expressed in spherical coordinate system, and a finite difference method has been used to solve them. In the system
of hydrodynamical equations, the nonlinear advection and lateral eddy viscosity terms are prominent in shallow coastal waters.
Air pressure gradient and wind stresses are the driving forces in the model of typhoon surge. The model has been verified
with storm surges induced by Typhoons Herb in 1996, and by typhoons Kai-Tak and Bilis in 2000. 相似文献