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New Meridian Arc formulas for Sailing Calculations in Navigational GIS
12 references·2 citing·23 second hop
New Meridian Arc formulas for Sailing Calculations in Navigational GIS (2009)New Meridian Arc formulas for Sailing Cal…Map ProjectionsTheory and Applications (2018)Map ProjectionsTheory and App…New Algorithm for Great Elliptic Sailing (GES) (2009)New Algorithm for Great Ellip…Sphere to Spheroid Comparisons (2006)Sphere to Spheroid Comparisons‘A Vector Solution for Navigation on a Great Ellipse’ (2001)‘A Vector Solution for Naviga…The Great Ellipse on the Surface of the Spheroid (1996)The Great Ellipse on the Surf…Practical Rhumb Line Calculations on the Spheroid (1996)Practical Rhumb Line Calculat…Map projections: A working manual (1987)Map projections: A working ma…The direct and inverse solutions for the great elliptic line on the reference ellipsoid (1984)The direct and inverse soluti…DIRECT AND INVERSE SOLUTIONS OF GEODESICS ON THE ELLIPSOID WITH APPLICATION OF NESTED EQUATIONS (1975)DIRECT AND INVERSE SOLUTIONS …MINISTRY OF OVERSEAS DEVELOPMENT. (1968)MINISTRY OF OVERSEAS DEVELOPM…General non-iterative solution of the inverse and direct geodetic problems (1965)General non-iterative solutio…A COMPARISON OF SPHERICAL AND ELLIPSOIDAL MEASURES (1964)A COMPARISON OF SPHERICAL AND…So, What is Actually the Distance from the Equator to the Pole? – Overview of the Meridian Distance Approximations (2013)So, What is Actually the Dist…On Computational Algorithms Implemented in Marine Navigational Software Used in Marine Navigation Electronic Devices and Systems (2012)On Computational Algorithms I…Algorithms for geodesics (2012)EASE-Grid 2.0: Incremental but Significant Improvements for Earth-Gridded Data Sets (2012)Discovering Urban Functional Zones Using Latent Activity Trajectories (2014)The impact of supply chain structure on the use of supplier socially responsible practices (2010)Inferring transportation modes from GPS trajectories using a convolutional neural network (2017)Geodesic arc length on the reference ellipsoid to second-order terms in the flattening (1965)Computation of geodetic direct and indirect problems by computers accumulating increments from geodetic line elements (1971)Validation of Vincenty’s Formulas for the Geodesic Using a New Fourth-Order Extension of Kivioja’s Formula (2005)When Ellipsoidal Heights Will Do the Job, Why Look Elsewhere! (2005)Accurate Harmonic Series for Inverse and Direct Solutions for the Great Ellipse (2011)Building new countryside in China: A geographical perspective (2009)27. Pacific Island Economies (2017)A Novel Approach to Loxodrome (Rhumb Line), Orthodrome (Great Circle) and Geodesic Line in ECDIS and Navigation in General (2011)Direct and Inverse Solutions with Geodetic Latitude in Terms of Longitude for Rhumb Line Sailing (2012)A Systematic Approach for Solving the Great Circle Track Problems based on Vector Algebra (2016)Vector Solution for the Intersection of Two Circles of Equal Altitude (2008)NAVIGATION ON A GREAT ELLIPSE (2010)A COMPARISON OF GREAT CIRCLE, GREAT ELLIPSE, AND GEODESIC SAILING (2013)Choosing a Suitable Projection for Navigation in the Arctic (2013)Distance, information asymmetry, and mergers: evidence from Canadian firms (2010)Cartographic projection procedures for the UNIX environment; a user's manual (1990)Mapping on the HEALPix grid (2007)Selecting Map Projections in Minimizing Area Distortions in GIS Applications (2008)
this work references cited by second hop

References

  • 1987Map projections: A working manual1,607 cited
  • 1975DIRECT AND INVERSE SOLUTIONS OF GEODESICS ON THE ELLIPSOID WITH APPLICATION OF NESTED EQUATIONS1,276 cited
  • 2018Map ProjectionsTheory and Applications160 cited
  • 1965General non-iterative solution of the inverse and direct geodetic problems51 cited
  • 1968MINISTRY OF OVERSEAS DEVELOPMENT.50 cited
  • 2006Sphere to Spheroid Comparisons27 cited
  • 1996Practical Rhumb Line Calculations on the Spheroid24 cited
  • 2009New Algorithm for Great Elliptic Sailing (GES)19 cited
  • 2001‘A Vector Solution for Navigation on a Great Ellipse’16 cited
  • 1984The direct and inverse solutions for the great elliptic line on the reference ellipsoid14 cited
  • 1996The Great Ellipse on the Surface of the Spheroid13 cited
  • 1964A COMPARISON OF SPHERICAL AND ELLIPSOIDAL MEASURES6 cited

Cited by

  • 2013So, What is Actually the Distance from the Equator to the Pole? – Overview of the Meridian Distance Approximations4 cited
  • 2012On Computational Algorithms Implemented in Marine Navigational Software Used in Marine Navigation Electronic Devices and Systems3 cited

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