Data requirements for the determination of a sub-centimetre geoid
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 …
centimetre internal error. Regional models of the geoid are usually determined using …
On correct definition and use of normal heights in geodesy
Physical heights is one of the most important topics in physical geodesy. Their original
concept, introduced in the 19-th century, defined physical heights as lengths of plumblines of …
concept, introduced in the 19-th century, defined physical heights as lengths of plumblines of …
Modeling of vertical gravity gradient by normal gravity field and digital terrain models
O Odalovic, K Medved, S Naod - Journal of Geodesy, 2022 - Springer
Vertical gravity gradient, as a change of gravity with the change in height, is a significant
physical quantity used in many geodetic and geophysical modeling applications. In this …
physical quantity used in many geodetic and geophysical modeling applications. In this …
GOCE downward continuation to the Earth's surface and improvements to local geoid modeling by FFT and LSC
DA Natsiopoulos, EG Mamagiannou, EA Pitenis… - Remote Sensing, 2023 - mdpi.com
One of the main applications of the gravity field and steady-state Ocean Circulation Explorer
(GOCE) satellite data is their combination with local gravity anomalies for geoid and gravity …
(GOCE) satellite data is their combination with local gravity anomalies for geoid and gravity …
[HTML][HTML] Precise Geoid Determination in the Eastern Swiss Alps Using Geodetic Astronomy and GNSS/Leveling Methods
M Albayrak, U Marti, D Willi, S Guillaume, RA Hardy - Sensors, 2024 - mdpi.com
Astrogeodetic deflections of the vertical (DoVs) are close indicators of the slope of the geoid.
Thus, DoVs observed along horizontal profiles may be integrated to create geoid undulation …
Thus, DoVs observed along horizontal profiles may be integrated to create geoid undulation …
A Novel Approach with Comparative Computational Simulation of Analytical Solutions of Fractional Order Volterra Type Integral Equations
The main purpose of this article is to reconsider the theory of variational iteration method
and embed it with Laplace transform to construct the conjoined technique variational …
and embed it with Laplace transform to construct the conjoined technique variational …
Modelovanje Etveševog tenzora primenom normalnog polja potencijala teže i digitalnih modela terena
DD Vasić - 2023 - grafar.grf.bg.ac.rs
Предмет овог рада је истраживање могућности моделовања градијената убрзања
теже Земље, елемената тзв. Етвешевог тензора. Анализирани концепт подразумијева …
теже Земље, елемената тзв. Етвешевог тензора. Анализирани концепт подразумијева …
Моделовање Етвешевог тензора примјеном нормалног поља потенцијала теже и дигиталних модела терена
DD Vasić - Универзитет у Београду, 2023 - nardus.mpn.gov.rs
Предмет овог рада је истраживање могућности моделовања градијената убрзања
теже Земље, елемената тзв. Етвешевог тензора. Анализирани концепт подразумијева …
теже Земље, елемената тзв. Етвешевог тензора. Анализирани концепт подразумијева …
Solving the gradiometric boundary value problem by the finite element method
We present an innovative numerical approach for gravity field modelling where the second
derivatives of disturbing potential measured at the level of satellite orbits can be directly …
derivatives of disturbing potential measured at the level of satellite orbits can be directly …
Моделовање Етвешевог Тензора Примјеном Нормалног Поља Потенцијала Теже И Дигиталних Модела Терена
ДД Васић - 2023 - search.proquest.com
Предмет овог рада је истраживање могућности моделовања градијената убрзања
теже Земље, елемената тзв. Етвешевог тензора. Анализирани концепт подразумијева …
теже Земље, елемената тзв. Етвешевог тензора. Анализирани концепт подразумијева …