In the matter of exact solutions of Einstein's field equations, coordinates play a very decisive role. Sometimes it is very difficult to understand the physical concept of a phenomenon or physical quantity in one coordinate system, while by changing the coordinate system, a simpler understanding of that quantity is obtained. In geodesy, which deals with the simulation and modeling of the gravitational field, it is common to use elliptical coordinates. In this article, we attempt to explain some computational fundamentals in elliptical coordinates and discuss its possible application to gravity.
Nazari,B. and Nazari Doliskani,Z. (2025). Ellipsoidal coordinates: applications from geodesy. Transactions in Theoretical and Mathematical Physics, 2(4), 219-224. doi: 10.30511/ttmp.2025.2077138.1068
MLA
Nazari,B. , and Nazari Doliskani,Z. . "Ellipsoidal coordinates: applications from geodesy", Transactions in Theoretical and Mathematical Physics, 2, 4, 2025, 219-224. doi: 10.30511/ttmp.2025.2077138.1068
HARVARD
Nazari B., Nazari Doliskani Z. (2025). 'Ellipsoidal coordinates: applications from geodesy', Transactions in Theoretical and Mathematical Physics, 2(4), pp. 219-224. doi: 10.30511/ttmp.2025.2077138.1068
CHICAGO
B. Nazari and Z. Nazari Doliskani, "Ellipsoidal coordinates: applications from geodesy," Transactions in Theoretical and Mathematical Physics, 2 4 (2025): 219-224, doi: 10.30511/ttmp.2025.2077138.1068
VANCOUVER
Nazari B., Nazari Doliskani Z. Ellipsoidal coordinates: applications from geodesy. TTMP, 2025; 2(4): 219-224. doi: 10.30511/ttmp.2025.2077138.1068
