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Verbatim
Clairaut's relation
Differential geometry
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In classical differential geometry, Clairaut's relation, named after Alexis Claude de Clairaut, is a formula that characterizes the great circle paths on the unit sphere.
Wikipedia
![PDF] Some Geodesics in Open Surfaces Classified by Clairaut's ...](/imgres?imgurl=https://d3i71xaburhd42.cloudfront.net/0d71ccf2a2a05f8529f4b4ec68cb6f6c8430efd4/1-Figure1-1.png&imgrefurl=https://www.semanticscholar.org/paper/Some-Geodesics-in-Open-Surfaces-Classified-by-Khuangsatung-Chitsakul/0d71ccf2a2a05f8529f4b4ec68cb6f6c8430efd4&h=222&w=280&tbnid=sPkq6aEOaUNTXM&q=Clairaut's+relation&tbnh=90&tbnw=114&usg=AI4_-kRZi2_Fkp68atrfdcV_cKtbwf-KRw&vet=1&docid=36f_Ja6TbfDi4M&sa=X&ved=2ahUKEwjumK-TxPyFAxUs4zQHHTpvBJYQ9QF6BAgAEAY)
![PDF] Some Geodesics in Open Surfaces Classified by Clairaut's ...](/imgres?imgurl=https://d3i71xaburhd42.cloudfront.net/0d71ccf2a2a05f8529f4b4ec68cb6f6c8430efd4/2-Figure2-1.png&imgrefurl=https://www.semanticscholar.org/paper/Some-Geodesics-in-Open-Surfaces-Classified-by-Khuangsatung-Chitsakul/0d71ccf2a2a05f8529f4b4ec68cb6f6c8430efd4&h=238&w=274&tbnid=kCD6byLp2T2QmM&q=Clairaut's+relation&tbnh=98&tbnw=113&usg=AI4_-kQqkU3EgeVYizm2K0240WybYmX4tg&vet=1&docid=36f_Ja6TbfDi4M&sa=X&ved=2ahUKEwjumK-TxPyFAxUs4zQHHTpvBJYQ9QF6BAgAEAg)
