We present a comprehensive view of the origin, significance and implications of topographic
effects in gravimetry. These are gravitational effects of topographic masses that are present …

Topographic effects on gravity field modeling are important for geodesy, geophysics and
related geosciences. In this study we evaluate the gravitational effects of tesseroids in …

The invariants of gravity (or gravitational) gradient tensor can be applied as the additional
internal parameters for the gravity gradient tensor, which have been widely used in the …

In recent years, there are research trends from constant to variable density and low-order to
high-order gravitational potential gradients in gravity field modeling. Under the research …

Four solutions of the spherical gravitational curvature boundary-value problems can be
exploited for the determination of the Earth's gravitational potential. In this paper we discuss …

Previous studies mainly focused on second-and third-order gravitational potential gradients
that these values are already measurable or that appropriate measurement principles are …

The occurrence of subduction earthquakes usually leads to considerable localized mass
migration changes. To improve the detection of earthquake subductions as well as the …

在重力位三阶梯度张量基本原理的基础上, 给出均匀球体重力位零阶至三阶梯度张量的解析表达
式, 结合理论分析与模型实验, 对比各阶梯度张量对场源参数(质量与埋深, 水平位置与几何形状) …

Second-and third-order gravitational potential derivatives can be employed for the
determination of the medium-and high-frequency parts of the Earth's gravity field. Due to the …

Satellite gradiometry data provide the framework for estimating and validating Earth's gravity
field from second and third order derivatives of the Earth's gravitational potential. Such …