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Solutions to the direct and inverse navigation problems on the great ellipse
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Solutions to the direct and inverse navigation problems on the great ellipse (2012)Solutions to the direct and inverse navig…Solving the Direct and Inverse Geodetic Problems on the Ellipsoid by Numerical Integration (2012)Solving the Direct and Invers…NAVIGATION ON A GREAT ELLIPSE (2010)NAVIGATION ON A GREAT ELLIPSEPrecise Determination of the Clairaut Constant in Ellipsoidal Geodesy (2007)Precise Determination of the …‘A Vector Solution for Navigation on a Great Ellipse’ (2001)‘A Vector Solution for Naviga…A Vector Solution for Navigation on a Great Ellipse (2000)A Vector Solution for Navigat…Inverse geodetic problem for long distance based on improved Vincenty’s formula (2022)Inverse geodetic problem for …Evaluation and Execution of Great Elliptic Sailing (2017)Evaluation and Execution of G…Determination of areas on the plane, sphere and ellipsoid (2006)New solutions to the direct and indirect geodetic problems on the ellipsoid (2006)An integral for geodesic length (2009)DIRECT AND INVERSE SOLUTIONS OF GEODESICS ON THE ELLIPSOID WITH APPLICATION OF NESTED EQUATIONS (1975)Validation of Vincenty’s Formulas for the Geodesic Using a New Fourth-Order Extension of Kivioja’s Formula (2005)Solving the geodesics on the ellipsoid as a boundary value problem (2013)The geodesic boundary value problem and its solution on a triaxial ellipsoid (2013)Research Article. Geodesic equations and their numerical solutions in geodetic and Cartesian coordinates on an oblate spheroid (2017)Sphere to Spheroid Comparisons (2006)Circle Approximations on Spheroids (2011)Earth Section Paths (2012)Practical Rhumb Line Calculations on the Spheroid (1996)New Algorithm for Great Elliptic Sailing (GES) (2009)Great Circle Navigation with Vectorial Methods (2010)Algorithms for geodesics (2012)Comparative Analysis of Geographical Distance Methods: Haversine, Spherical Law of Cosines, Vincenty, Karney, and Great Elliptic Distance (2025)Vector Solution for the Intersection of Two Circles of Equal Altitude (2008)A COMPARISON OF GREAT CIRCLE, GREAT ELLIPSE, AND GEODESIC SAILING (2013)Vector Solutions for Azimuth (2008)
this work references cited by second hop

References

  • 2007Precise Determination of the Clairaut Constant in Ellipsoidal Geodesy26 cited
  • 2012Solving the Direct and Inverse Geodetic Problems on the Ellipsoid by Numerical Integration23 cited
  • 2001‘A Vector Solution for Navigation on a Great Ellipse’16 cited
  • 2000A Vector Solution for Navigation on a Great Ellipse14 cited
  • 2010NAVIGATION ON A GREAT ELLIPSE11 cited

Cited by

  • 2017Evaluation and Execution of Great Elliptic Sailing4 cited
  • 2022Inverse geodetic problem for long distance based on improved Vincenty’s formula3 cited

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