Recent applications in Earth sciences require geoid models to be determined with a sub-
centimetre internal error. Regional models of the geoid are usually determined using …

航空重力数据向下延拓是重力场数据联合处理的重要步骤. 研究了Tikhonov
正则化方法以及迭代Tikhonov 正则化方法在航空重力数据向下延拓中的应用, 指出Tikhonov …

解析延拓算法是一种重要的位场延拓方法. 与Poisson 延拓算法相比, 解析延拓算法具有算法
简单, 运算速度快等特点, 在基于第二或第三大地边值理论构建(似) 大地水准面或垂线偏差模型 …

Poisson Downward Continuation Solution by the Jacobi Method Downward continuation is a
continuing problem in geodesy and geophysics. Inversion of the discrete form of the Poisson …

This article discusses methods for selecting criteria used for stopping iterative regularization
methods applied to solving continuation of gravity observed at or outside the Earth's surface …

The uncertainties of the geoidal heights estimated from ground gravity data caused by their
spatial distribution and noise are investigated in this study. To test these effects, the geoidal …

目前, 航空重力测量是快速获取陆地和近海区域高精度, 高分辨率重力场信息的非常有效的技术
手段, 向下延拓则是其数据处理中的关键环节, 直接影响到测量结果的进一步应用 …

The regional gravimetric geoid solved using boundary-value problems of the potential
theory is usually determined in two computational steps:(1) downward continuing ground …

Planar, spherical and ellipsoidal approximations of Poisson's integral in near zone Planar,
spherical, and ellipsoidal approximations of Poisson's integral for downward continuation …

The determination of the geoid using the Stokes integral involves transforming gravity data
from their measurement altitude to the geoid/ellipsoid surface. This study focuses on …