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- Great-circle_navigation abstract "Great-circle navigation is the practice of navigating a vessel (a ship or aircraft) along a great circle. A great circle track is the shortest distance between two points on the surface of a sphere; the Earth isn't exactly spherical, but the formulas for a sphere are simpler and are often accurate enough for navigation (see the numerical example).".
- Great-circle_navigation thumbnail Sphere_geodesic_4sigma.svg?width=300.
- Great-circle_navigation wikiPageExternalLink GreatCircle.html.
- Great-circle_navigation wikiPageExternalLink gccalc.htm.
- Great-circle_navigation wikiPageExternalLink www.acscdg.com.
- Great-circle_navigation wikiPageExternalLink www.gcmap.com.
- Great-circle_navigation wikiPageExternalLink www.greatcirclemapper.net.
- Great-circle_navigation wikiPageID "4151763".
- Great-circle_navigation wikiPageRevisionID "597369837".
- Great-circle_navigation hasPhotoCollection Great-circle_navigation.
- Great-circle_navigation subject Category:Navigation.
- Great-circle_navigation comment "Great-circle navigation is the practice of navigating a vessel (a ship or aircraft) along a great circle. A great circle track is the shortest distance between two points on the surface of a sphere; the Earth isn't exactly spherical, but the formulas for a sphere are simpler and are often accurate enough for navigation (see the numerical example).".
- Great-circle_navigation label "Great-circle navigation".
- Great-circle_navigation label "Grootcirkelnavigatie".
- Great-circle_navigation sameAs Grootcirkelnavigatie.
- Great-circle_navigation sameAs m.0blxb0.
- Great-circle_navigation sameAs Q2197597.
- Great-circle_navigation sameAs Q2197597.
- Great-circle_navigation wasDerivedFrom Great-circle_navigation?oldid=597369837.
- Great-circle_navigation depiction Sphere_geodesic_4sigma.svg.
- Great-circle_navigation isPrimaryTopicOf Great-circle_navigation.