Construct · 1 fields · 1 citations
One name. One construct. A landmark on the map.
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In differential geometry a meridian is one of the generating curves of a surface of revolution: take a plane curve and spin it about an axis, and each position of that curve on the resulting surface is a meridian, crossing the circular parallels at right angles. do Carmo's Differential geometry of curves and surfaces uses meridians and parallels as the natural coordinate curves on such a surface. The referent is a profile curve on a surface of revolution, a construct of pure geometry, unrelated to a circle on the sky or a channel in the body.[1]
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