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・ Craig Raisner
・ Craig Ramage
・ Craig Ramsay
・ Craig Ratterree
・ Craig Raudman
・ Craig Ravenscroft
・ Craig Raymond
・ Craig Redmon
・ Craig Redmond
・ Craig Reedie
・ Craig Reichert
・ Craig Reichmuth
・ Craig Reid
・ Craig Reid (footballer, born 1985)
・ Craig Reid (footballer, born 1986)
Craig retroazimuthal projection
・ Craig Reucassel
・ Craig Revel Horwood
・ Craig Reynolds
・ Craig Reynolds (actor)
・ Craig Reynolds (baseball)
・ Craig Reynolds (computer graphics)
・ Craig Reynolds (soccer)
・ Craig Ricci Shaynak
・ Craig Rice
・ Craig Rice (author)
・ Craig Richard Nelson
・ Craig Richards
・ Craig Richards (DJ)
・ Craig Richards (footballer)


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Craig retroazimuthal projection : ウィキペディア英語版
Craig retroazimuthal projection

The Craig retroazimuthal map projection was created by James Ireland Craig in 1909. It is a modified cylindrical projection. As a retroazimuthal projection, it preserves directions from everywhere to one location of interest that is configured during construction of the projection. The projection is sometimes known as the Mecca projection because Craig, who had worked in Egypt as a cartographer, created it to help Muslims find their qibla. In such maps, Mecca is the configurable location of interest.〔

Given latitude ''φ'' to plot, latitude ''φ''₀ of the fixed location of interest, longitude ''λ'' to plot, and the longitude ''λ''₀ of the fixed location of interest, the projection is defined by:
:x = \lambda - \lambda_0\,
:y = \frac\left(\varphi \cos \left(\lambda - \lambda_0\right) - \tan \varphi_0 \cos \varphi\right )
But when ''λ'' − ''λ''₀ = 0, ''y'' above is undefined, so instead use the ratio's continuous completion:〔

:y = \sin \varphi \cos \left(\lambda - \lambda_0\right) - \tan \varphi_0 \cos \varphi
==See also==

*List of map projections
*Hammer retroazimuthal projection

抄文引用元・出典: フリー百科事典『 ウィキペディア(Wikipedia)
ウィキペディアで「Craig retroazimuthal projection」の詳細全文を読む



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