The idea that the world maps are wrong — all of them — is hardÂly conÂtroÂverÂsial. It’s a mathÂeÂmatÂiÂcal fact that turnÂing a globe (or an oblate spherÂoid) into a two-dimenÂsionÂal object will result in unavoidÂable disÂtorÂtions. In the TED-Ed lesÂson above by KayÂla Wolf, you’ll learn a brief hisÂtoÂry of world maps, startÂing all the way back with the Greek mathÂeÂmatiÂcian PtoleÂmy, who “sysÂtemÂatÂiÂcalÂly mapped the Earth on a grid” in 150 AD in order to creÂate maps that had a conÂsisÂtent scale. His grid sysÂtem is still in use today — 180 lines of latÂiÂtude and 360 lines of lonÂgiÂtude.
Most of the world maps we knew come from the MerÂcaÂtor ProÂjecÂtion, “a cylinÂdriÂcal map proÂjecÂtion preÂsentÂed by the FlemÂish geoÂgÂraÂphÂer and carÂtogÂraÂphÂer GerÂarÂdus MerÂcaÂtor in 1569,” writes Steven J. FletchÂer.
This map proÂjecÂtion is pracÂtiÂcal for nauÂtiÂcal appliÂcaÂtions due to its abilÂiÂty to repÂreÂsent lines of conÂstant course, known as rhumb lines, as straight segÂments that conÂserve the angles with the meridÂiÂans…. the MerÂcaÂtor proÂjecÂtion disÂtorts the size of objects as the latÂiÂtude increasÂes from the equaÂtor to the poles, where the scale becomes infiÂnite.
Mercator’s innoÂvaÂtion allowed for the shipÂping routes that creÂatÂed the modÂern world (includÂing those through the now-unblocked Suez Canal). But the proÂjecÂtion has its probÂlems: 14 GreenÂlands, for examÂple, could fit inside the conÂtiÂnent of Africa, says Wolf, but “you wouldn’t guess it from most maps of the world” in which the two land massÂes are almost the same size.
“In 2010,” Adam TayÂlor notes at The WashÂingÂton Post, “graphÂic artist Kai Krause made a map to illusÂtrate just how big the African conÂtiÂnent is. He found that he was able to fit the UnitÂed States, India and much of Europe inside the outÂline of the African conÂtiÂnent.”
GeoÂgraphÂiÂcal misÂperÂcepÂtions “shape our underÂstandÂing of the world,” Nick RoutÂley writes at BusiÂness InsidÂer, “and in an increasÂingÂly interÂconÂnectÂed and globÂal econÂoÂmy, this geoÂgraphÂic knowlÂedge is more imporÂtant than ever.” We are no longer priÂmarÂiÂly using maps, that is to say, to chart, trade with, or conÂquer forÂmerÂly unknown regions of the world — from locaÂtions assumed to be the natÂurÂal cenÂters of comÂmerce, culÂture, or reliÂgion.
Non-MerÂcaÂtor world maps have, over the last few decades espeÂcialÂly, attemptÂed to corÂrect the errors of cylinÂdriÂcal proÂjecÂtion by unfoldÂing the globe like an orange peel or a series of interÂlockÂing triÂanÂgles, as in BuckÂminÂster Fuller’s 1943 DymaxÂion Map. These have proved nauÂtiÂcal miles more accuÂrate than preÂviÂous verÂsions but they are useÂless in navÂiÂgatÂing the world.
Why creÂate new, more accuÂrate world maps? Because the MerÂcaÂtor proÂjecÂtion has givÂen the impresÂsion of Euro-AmerÂiÂcan geoÂgraphÂiÂcal supremaÂcy for almost 500 years now, Wolf’s lesÂson argues, simÂply by virtue of the locaÂtion of its oriÂgin and its origÂiÂnal purÂpose. But it is now not only inacÂcuÂrate and outÂdatÂed, it is also irrelÂeÂvant. Maps play a vital role in eduÂcaÂtion. The pracÂtiÂcal utilÂiÂty, howÂevÂer, of flat world maps these days is pretÂty much beside the point, since GPS techÂnolÂoÂgy has mostÂly elimÂiÂnatÂed the need for them altoÂgethÂer.
RelatÂed ConÂtent:
Why MakÂing AccuÂrate World Maps Is MathÂeÂmatÂiÂcalÂly ImposÂsiÂble
Josh Jones is a writer and musiÂcian based in Durham, NC. FolÂlow him at @jdmagness
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