Article
Open Access
Solving the geodesics on the ellipsoid as a boundary value problem
-
G. Panou
,
D. Delikaraoglou
Published/Copyright:
April 30, 2013
Published Online: 2013-04-30
Published in Print: 2013-03-1
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Keywords for this article
boundary value problem;
Clairaut constant;
geodesics;
inverse geodesic problem;
numerical integration
Articles in the same Issue
- Geodetic use of global digital terrain and crustal databases in gravity field modeling and interpretation
- Closed-form and iterative weighted least squares solutions of Helmert transformation parameters
- Strains arising by seismic events in the SIRGAS-CON network region
- Millimeter-accuracy GPS landslide monitoring using Precise Point Positioning with Single Receiver Phase Ambiguity (PPP-SRPA) resolution: a case study in Puerto Rico
- Examination of two major approximations used in the scalar airborne gravimetric system — a case study based on the LCR system
- Solving the geodesics on the ellipsoid as a boundary value problem
- A statistical search for detection of possible rigid blocks in the Arabia-Eurasia oblique collision zone (Iran)
- Analysis of signals of a borehole strainmeter in the western rift of Corinth, Greece
- Erik W. Grafarend and Joseph L. Awange: Applications of Linear and Nonlinear Models – Fixed Effects, Random Effects, and Total Least Squares
- Analyzing the tidal frequency content using Karhunen-Loeve Expansion technique
