Integral formulas represent a methodological basis for the determination of gravitational
fields generated by planetary bodies. In particular, spherical integral transformations are …

The harmonic correction (HC) is one of the key quantities when using residual terrain
modelling (RTM) for high-frequency gravity field modelling. In the RTM technique, high …

An innovative orbit determination method which makes use of gravity gradients for Low-
Earth-Orbiting satellites is proposed. The measurement principle of gravity gradiometry is …

The forward modeling of the topographic effects of the gravitational parameters in the gravity
field is a fundamental topic in geodesy and geophysics. Since the gravitational effects …

In this study, we developed a new method that can significantly accelerate the forward
modelling of gravity fields generated by large-scale tesseroids while keeping the …

Proper understanding of how the Earth's mass distributions and redistributions influence the
Earth's gravity field-related functionals is crucial for numerous applications in geodesy …

In this article boundary-value problems of potential theory, that are required for transforming
and continuing selected parameters of a potential field, are discussed. By the potential field …

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 …

Integral transformations represent an important mathematical tool for gravitational field
modelling. A basic assumption of integral transformations is the global data coverage, but …