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Modeling the gravitational field by using CFD techniques
DOI: 10.1007/s00190-021-01504-w Bibcode: 2021JGeod..95...68Y

Yin, Zhi; Sneeuw, Nico

A harmonic scalar field has a Laplacian (i.e., both source-free and curl-free) gradient vector field and vice versa. Despite the good performance of spherical harmonic series on modeling the gravitational field generated by spheroidal bodies (e.g., the Earth), the series may diverge inside the Brillouin sphere enclosing all field-generating mass. …

2021 Journal of Geodesy
Rosetta 5
Improved Fourier modeling of gravity fields caused by polyhedral bodies: with applications to asteroid Bennu and comet 67P/Churyumov-Gerasimenko
DOI: 10.1007/s00190-019-01294-2 Bibcode: 2019JGeod..93.1963W

Wu, Leyuan; Chen, Longwei; Wu, Bin +2 more

This paper presents an improved algorithm for the 2D and 3D Fourier forward modeling of gravity fields caused by polyhedral bodies with constant and exponential density distributions. Three modifications have been made to the Fourier forward algorithm introduced in a previous paper. First, vertex-based Fourier-domain expressions are used instead o…

2019 Journal of Geodesy
Rosetta 13