WOLFRAM

Wolfram言語 ＆ システムドキュメントセンター
地理空間投影法のギャラリー

地理空間投影法のギャラリー

GeoGraphicsのGeoProjectionオプションを使うと，Wolfram言語の何百もの組込みの投影法から選択し，目的に最も適した地図を構築することができる．投影法の中にはデフォルトのパラメータで役立つものもあるが，カスタマイズできるものも多く含まれる．

円筒図法

世界地図や旅行に理想的である平らで長方形の格子に地球全体を可視化する．

"ArdenClose"
"ArdenClose"
"Balthasart"
"Balthasart"
"BehrmannEqualArea"
"BehrmannEqualArea"
"BraunCylindrical"
"BraunCylindrical"
"BraunII"
"BraunII"
"BSAMCylindrical"
"BSAMCylindrical"
"Cassini"
"Cassini"
"CrasterCylindricalEqualArea"
"CrasterCylindricalEqualArea"
"CylindricalEqualArea"
"CylindricalEqualArea"
"CylindricalEquidistant"
"CylindricalEquidistant"
"CylindricalPerspective"
"CylindricalPerspective"
"CylindricalSatelliteTracking"
"CylindricalSatelliteTracking"
"Equirectangular"
"Equirectangular"
"GallIsographic"
"GallIsographic"
"GallStereographic"
"GallStereographic"
"HoboDyer"
"HoboDyer"
"KarchenkoShabanova"
"KarchenkoShabanova"
"LambertCylindrical"
"LambertCylindrical"
"Mercator"
"Mercator"
"MillerCylindrical"
"MillerCylindrical"
"MillerCylindricalII"
"MillerCylindricalII"
"MillerPerspective"
"MillerPerspective"
"ObliqueMercator"
"ObliqueMercator"
"ObliqueMercatorNGS"
"ObliqueMercatorNGS"
"PavlovCylindrical"
"PavlovCylindrical"
"ToblerI"
"ToblerI"
"ToblerII"
"ToblerII"
"TransverseMercator"
"TransverseMercator"
"TrystanEdwards"
"TrystanEdwards"
"UrmayevCylindricalII"
"UrmayevCylindricalII"
"UrmayevCylindricalIII"
"UrmayevCylindricalIII"

円錐図法

世界地図を接錐に投影して，中緯度地域をかなり正しく表示する．

"Albers"
"Albers"
"BipolarObliqueConicConformal"
"BipolarObliqueConicConformal"
"BraunConicStereographic"
"BraunConicStereographic"
"ConicEquidistant"
"ConicEquidistant"
"ConicPerspective"
"ConicPerspective"
"ConicSatelliteTracking"
"ConicSatelliteTracking"
"Euler"
"Euler"
"HerschelConicConformal"
"HerschelConicConformal"
"LambertConicConformal"
"LambertConicConformal"
"LambertConicConformalBelgium"
"LambertConicConformalBelgium"
"LambertConicEqualArea"
"LambertConicEqualArea"
"LambertConicNearConformal"
"LambertConicNearConformal"
"MurdochI"
"MurdochI"
"MurdochII"
"MurdochII"
"MurdochIII"
"MurdochIII"
"TissotConicEqualArea"
"TissotConicEqualArea"

多円錐図法

一連の局所的にフィットされた円錐を使って，大きな陸地地域のゆがみを減少させる．

"AmericanPolyconic"
"AmericanPolyconic"
"EquatorialStereographic"
"EquatorialStereographic"
"RectangularPolyconic"
"RectangularPolyconic"
"VanDerGrinten"
"VanDerGrinten"
"VanDerGrintenII"
"VanDerGrintenII"

擬円筒図法

湾曲した子午線を含む世界地図で地球上の地域をよりよく表示する．

"ApianI"
"ApianI"
"ApianII"
"ApianII"
"BaconGlobular"
"BaconGlobular"
"BoggsEumorphic"
"BoggsEumorphic"
"Collignon"
"Collignon"
"Craster"
"Craster"
"DenoyerSemielliptical"
"DenoyerSemielliptical"
"EckertI"
"EckertI"
"EckertII"
"EckertII"
"EckertIII"
"EckertIII"
"EckertIV"
"EckertIV"
"EckertV"
"EckertV"
"EckertVI"
"EckertVI"
"EqualEarth"
"EqualEarth"
"FoucautEqualArea"
"FoucautEqualArea"
"FournierII"
"FournierII"
"GinzburgPseudoCylindrical"
"GinzburgPseudoCylindrical"
"GoodeHomolosine"
"GoodeHomolosine"
"Hatano"
"Hatano"
"Hyperelliptical"
"Hyperelliptical"
"KavrayskiyV"
"KavrayskiyV"
"KavrayskiyVII"
"KavrayskiyVII"
"Loximuthal"
"Loximuthal"
"Maurer"
"Maurer"
"McBrydeThomasI"
"McBrydeThomasI"
"McBrydeThomasII"
"McBrydeThomasII"
"McBrydeThomasFlatPolarParabolic"
"McBrydeThomasFlatPolarParabolic"
"McBrydeThomasFlatPolarQuartic"
"McBrydeThomasFlatPolarQuartic"
"McBrydeThomasFlatPolarSinusoidal"
"McBrydeThomasFlatPolarSinusoidal"
"Mollweide"
"Mollweide"
"NaturalEarth"
"NaturalEarth"
"Nell"
"Nell"
"NellHammer"
"NellHammer"
"OrteliusOval"
"OrteliusOval"
"FoucautStereographic"
"FoucautStereographic"
"PutninsP1"
"PutninsP1"
"PutninsP1Prime"
"PutninsP1Prime"
"PutninsP2"
"PutninsP2"
"PutninsP3"
"PutninsP3"
"PutninsP3Prime"
"PutninsP3Prime"
"PutninsP4Prime"
"PutninsP4Prime"
"PutninsP5"
"PutninsP5"
"PutninsP5Prime"
"PutninsP5Prime"
"PutninsP6"
"PutninsP6"
"PutninsP6Prime"
"PutninsP6Prime"
"QuarticAuthalic"
"QuarticAuthalic"
"Robinson"
"Robinson"
"SinuMollweide"
"SinuMollweide"
"Sinusoidal"
"Sinusoidal"
"SnyderMinimumError"
"SnyderMinimumError"
"Times"
"Times"
"TrapezoidalMercator"
"TrapezoidalMercator"
"UrmayevI"
"UrmayevI"
"UrmayevPseudoCylindrical"
"UrmayevPseudoCylindrical"
"WagnerI"
"WagnerI"
"WagnerII"
"WagnerII"
"WagnerIII"
"WagnerIII"
"WagnerIV"
"WagnerIV"
"WagnerV"
"WagnerV"
"WagnerVI"
"WagnerVI"
"WerenskioldI"
"WerenskioldI"
"WinkelI"
"WinkelI"
"WinkelII"
"WinkelII"
"WinkelSnyder"
"WinkelSnyder"
"WinkelTripel"
"WinkelTripel"

擬円錐図法

大陸地域を美しく湾曲した平行線と子午線でテーマに沿った地図を美しく表現する．

"Bonne"
"Bonne"
"Bottomley"
"Bottomley"
"Werner"
"Werner"

方位図法

地球を単一の点から外向きに投影して，任意の中心からの真の方向と距離を表す．

"Airy"
"Airy"
"AzimuthalEquidistant"
"AzimuthalEquidistant"
"GinzburgI"
"GinzburgI"
"GinzburgII"
"GinzburgII"
"Gnomonic"
"Gnomonic"
"LambertAzimuthal"
"LambertAzimuthal"
"Orthographic"
"Orthographic"
"Stereographic"
"Stereographic"
"VerticalPerspective"
"VerticalPerspective"

修正方位図法

標準方位角の枠組みを使うことによって，全世界の範囲の形のゆがみを減らすように描画する．

"Aitoff"
"Aitoff"
"EckertGreifendorff"
"EckertGreifendorff"
"Hammer"
"Hammer"
"TiltedPerspective"
"TiltedPerspective"
"WagnerVII"
"WagnerVII"
"Wiechel"
"Wiechel"

逆方位図法

固定の基準位置に対する真の方角を示すことによって，地球上の任意の点を位置付ける．

"CraigRetroazimuthal"
"CraigRetroazimuthal"
"Littrow"
"Littrow"

その他

ユニークな地図製作上の目的あるいは美術的な目的に役立つ技法を使った，特殊な投影を探究する．

"Armadillo"
"Armadillo"
"AugustEpicycloidal"
"AugustEpicycloidal"
"FournierGlobularI"
"FournierGlobularI"
"GinzburgIV"
"GinzburgIV"
"GinzburgV"
"GinzburgV"
"GinzburgVI"
"GinzburgVI"
"GinzburgIX"
"GinzburgIX"
"GottElliptical"
"GottElliptical"
"GottMugnoloElliptical"
"GottMugnoloElliptical"
"Lagrange"
"Lagrange"
"LambertConicConformalNGS"
"LambertConicConformalNGS"
"Larrivee"
"Larrivee"
"PeirceQuincuncial"
"PeirceQuincuncial"
"Shield"
"Shield"
"SpaceObliqueMercator"
"SpaceObliqueMercator"
"VanDerGrintenIII"
"VanDerGrintenIII"
"VanDerGrintenIV"
"VanDerGrintenIV"
"WagnerVIII"
"WagnerVIII"
"WagnerIX"
"WagnerIX"