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  • Rhumb line - Wikipedia
    In navigation, a rhumb line, rhumb ( r ʌ m ), or loxodrome is an arc crossing all meridians of longitude at the same angle, that is, a path with constant azimuth (bearing as measured relative to true north)
  • Rhumb line | Definition, Loxodrome, Navigation | Britannica
    A rhumb line, or loxodrome, is a curve cutting the meridians of a sphere at a constant non-right angle It may be seen as the path of a ship sailing always oblique to the meridian and directed always to the same point of the compass
  • Why Are Rhumb Lines (Loxodromes) a Constant Track Direction?
    Rhumb lines (or loxodrome) have constant bearings and cross all meridians at the same angle They are not the shortest distance between 2 points on a sphere
  • Loxodrome -- from Wolfram MathWorld
    The loxodrome is the path taken when a compass is kept pointing in a constant direction It is a straight line on a Mercator projection or a logarithmic spiral on a polar projection (Steinhaus 1999, pp 218-219) The loxodrome is not the shortest distance between two points on a sphere
  • Navigation, what is the difference between loxodromy and orthodromy?
    The loxodrome is the straight line we draw on our Mercator maps It is the equivalent of a trajectory followed by a ship on a constant heading For example, to reach Marie Galante ( West Indies ) from Mindelo ( Cape Verde ) you will follow a long road at 260°
  • Understanding Great Circles And Rhumb Lines - June 18, 2025
    What is a Rhumb Line? A Rhumb Line, or loxodrome, is an arc that joins two points on the Earth’s surface while cutting all meridians at the same angle This consistency in angle makes Rhumb Lines easier to follow than Great Circles, which require constant course adjustments
  • LOXODROME Definition Meaning - Merriam-Webster
    The meaning of LOXODROME is rhumb line
  • Loxodrome - Encyclopedia of Mathematics
    A curve on a surface of revolution that cuts all the meridians at a constant angle $ \alpha $ If $ \alpha $ is an acute or obtuse angle, then a loxodrome performs infinitely many windings about the pole, getting closer and closer to it K Strubecker, "Differentialgeometrie" , 2 Theorie der Flächenmetrik , de Gruyter (1958) Loxodrome
  • loxodrome - Virtual Math Museum
    A Loxodrome (aka a rhumb line) is a route that a boat would take if it kept a constant compass heading (so that on a Mercator projection it is simply a straight line)
  • Loxodrome - Jason Davies
    A loxodrome (or rhumb line) is a line crossing all meridians at a constant angle This is best illustrated using the Mercator projection, which is in fact why it is so good for marine navigation, since courses of constant compass bearing (loxodromes) appear as straight lines





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