Analytical computation of the full gravity tensor of a homogeneous arbitrarily shaped polyhedral source using line integrals D Tsoulis Geophysics 77 (2), F1-F11, 2012 | 125 | 2012 |
Analysis of the refined CRUST1. 0 crustal model and its gravity field R Tenzer, W Chen, D Tsoulis, M Bagherbandi, LE Sjöberg, P Novák, S Jin Surveys in geophysics 36, 139-165, 2015 | 106 | 2015 |
On the singularities of the gravity field of a homogeneous polyhedral body D Tsoulis, S Petrović Geophysics 66 (2), 535-539, 2001 | 104 | 2001 |
Terrain correction computations for a densely sampled DTM in the Bavarian Alps D Tsoulis Journal of Geodesy 75, 291-307, 2001 | 74 | 2001 |
Analytical and numerical methods in gravity field modelling of ideal and real masses D Tsoulis Institut für Astronomische und Physikalische Geodäsie, 1999 | 65 | 1999 |
Evaluation of precise terrain effects using high‐resolution digital elevation models D Tsoulis, P Novák, M Kadlec Journal of Geophysical Research: Solid Earth 114 (B2), 2009 | 50 | 2009 |
A comparison between the Airy/Heiskanen and the Pratt/Hayford isostatic models for the computation of potential harmonic coefficients D Tsoulis Journal of Geodesy 74 (9), 637-643, 2001 | 50 | 2001 |
Spherical harmonic analysis of the CRUST 2.0 global crustal model D Tsoulis Journal of Geodesy 78 (1), 7-11, 2004 | 43 | 2004 |
Terrain modeling in forward gravimetric problems: a case study on local terrain effects D Tsoulis Journal of Applied Geophysics 54 (1-2), 145-160, 2003 | 39 | 2003 |
A bilinear approximation of the surface relief in terrain correction computations D Tsoulis, H Wziontek, S Petrović Journal of geodesy 77, 338-344, 2003 | 38 | 2003 |
Recursive algorithms for the computation of the potential harmonic coefficients of a constant density polyhedron D Tsoulis, O Jamet, J Verdun, N Gonindard Journal of Geodesy 83, 925-942, 2009 | 34 | 2009 |
Spherical harmonic computations with topographic/isostatic coefficients D Tsoulis Institut für Astronomische und Physikalische Geodäsie, 1999 | 29 | 1999 |
A spectral assessment review of current satellite‐only and combined Earth gravity models D Tsoulis, K Patlakis Reviews of geophysics 51 (2), 186-243, 2013 | 25 | 2013 |
A note on the gravitational field of the right rectangular prism D Tsoulis Bollettino di geodesia e scienze affini 59 (1), 21-35, 2000 | 24 | 2000 |
Assessment of numerical integration methods in the context of low Earth orbits and inter-satellite observation analysis TD Papanikolaou, D Tsoulis Acta Geodaetica et Geophysica 51 (4), 619-641, 2016 | 22 | 2016 |
A combination method for computing terrain corrections DV Tsoulis Physics and Chemistry of the Earth 23 (1), 53-58, 1998 | 21 | 1998 |
Efficient spatial-spectral computation of local planar gravimetric terrain corrections from high-resolution digital elevation models R Goyal, WE Featherstone, D Tsoulis, O Dikshit Geophysical Journal International 221 (3), 1820-1831, 2020 | 16 | 2020 |
A computational review of the line integral analytical formulation of the polyhedral gravity signal D Tsoulis, G Gavriilidou Geophysical Prospecting 69 (8-9), 1745-1760, 2021 | 15 | 2021 |
Theoretical and numerical aspects of the geodetic method for determining the atmospheric refraction coefficient using simultaneous and mutual zenith observations D Tsoulis, S Petrović, N Kilian Journal of surveying engineering 134 (1), 3-12, 2008 | 14 | 2008 |
An isostatically compensated gravity model using spherical layer distributions D Tsoulis, B Stary Journal of Geodesy 78, 418-424, 2004 | 13 | 2004 |