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Universal Algorithm for Inverting the Cartesian to Geodetic Transformation
13 references·0 citing·11 second hop
Universal Algorithm for Inverting the Cartesian to Geodetic Transformation (2011)Universal Algorithm for Inverting the Car…An iterative algorithm to compute geodetic coordinates (2010)An iterative algorithm to com…A non-iterative and non-singular perturbation solution for transforming Cartesian to geodetic coordinates (2008)A non-iterative and non-singu…Vector methods to compute azimuth, elevation, ellipsoidal normal, and the Cartesian (X, Y, Z) to geodetic (φ, λ, h) transformation (2007)Vector methods to compute azi…Transformation from Cartesian to Geodetic Coordinates Accelerated by Halley’s Method (2006)Transformation from Cartesian…An alternative algebraic algorithm to transform Cartesian to geodetic coordinates (2005)An alternative algebraic algo…Iterative vector methods for computing geodetic latitude and height from rectangular coordinates (2002)Iterative vector methods for …Direct transformation from geocentric coordinates to geodetic coordinates (2002)Direct transformation from ge…Fast transform from geocentric to geodetic coordinates (1999)Fast transform from geocentri…Accurate algorithms to transform geocentric to geodetic coordinates (1989)Accurate algorithms to transf…Closed formulae for transformation of the cartesian coordinate system into a system of geodetic coordinates (1985)Closed formulae for transform…A new algorithm for the computation of the geodetic coordinates as a function of earth-centered earth-fixed coordinates (1985)A new algorithm for the compu…Geodesy, the concepts (1982)Geodesy, the conceptsTRANSFORMATION FROM SPATIAL TO GEOGRAPHICAL COORDINATES (1976)TRANSFORMATION FROM SPATIAL T…Transformation from geocentric to geodetic coordinates using Newton's iteration (1995)Transforming ellipsoidal heights and geoid undulations between different geodetic reference frames (2007)UNDERSTANDING COORDINATE SYSTEMS, DATUMS AND TRANSFORMATIONS IN AUSTRALIA (2009)Understanding Map Projections (2001)Closed-form transformation between geodetic and ellipsoidal coordinates (2008)Conversion between Cartesian and geodetic coordinates on a rotational ellipsoid by solving a system of nonlinear equations (2011)Vector method to compute the Cartesian (X, Y, Z) to geodetic ( $${\phi}$$ , λ, h) transformation on a triaxial ellipsoid (2008)Cartesian to geodetic coordinates conversion on an oblate spheroid using the bisection method (2019)THE ACCURACY OF GEODETIC LATITUDE AND HEIGHT EQUATIONS (1985)A New Direct Solution of the Transformation Problem of Cartesian into Ellipsoidal Coordinates (1991)An analytical method to transform geocentric into geodetic coordinates (2010)
this work references cited by second hop

References

  • 1982Geodesy, the concepts286 cited
  • 1976TRANSFORMATION FROM SPATIAL TO GEOGRAPHICAL COORDINATES119 cited
  • 1989Accurate algorithms to transform geocentric to geodetic coordinates101 cited
  • 2002Direct transformation from geocentric coordinates to geodetic coordinates81 cited
  • 1999Fast transform from geocentric to geodetic coordinates64 cited
  • 2006Transformation from Cartesian to Geodetic Coordinates Accelerated by Halley’s Method53 cited
  • 2005An alternative algebraic algorithm to transform Cartesian to geodetic coordinates37 cited
  • 1985Closed formulae for transformation of the cartesian coordinate system into a system of geodetic coordinates26 cited
  • 2002Iterative vector methods for computing geodetic latitude and height from rectangular coordinates26 cited
  • 2007Vector methods to compute azimuth, elevation, ellipsoidal normal, and the Cartesian (X, Y, Z) to geodetic (φ, λ, h) transformation21 cited
  • 1985A new algorithm for the computation of the geodetic coordinates as a function of earth-centered earth-fixed coordinates21 cited
  • 2010An iterative algorithm to compute geodetic coordinates16 cited
  • 2008A non-iterative and non-singular perturbation solution for transforming Cartesian to geodetic coordinates10 cited

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