Supported projections

Introduction | Projection detectionInstallation | Using the tool | Samples | Supported projections | References

Currently, the following map projections are supported:

 

#ShortcutNameFamilyAspectsφ_1φ_2κ
1 adamh Adams, hemisphere Miscellaneous N      
2 adams1 Adams 1, world in square Miscellaneous N,T,O      
3 adams1 Adams2, world in square Miscellaneous N,T,O      
4 aea Equal area Conic N,T,O x x  
5 aeqd Equidistant Azimuthal N,T,O      
6 aitoff Aitoff  Pseudoazimuthal N,T,O      
7 api Apian Miscellaneous N,T,O      
8 apiel Apian elliptic Miscellaneous N,T,O      
9 armad Armadillo Miscellaneous N,T,O      
10 august August epicycloidal Pseudocylindrical N,T,O      
11 bacon Bacon globular Miscellaneous N,T,O      
12 behr Behrmann Cylindrical N,T,O      
13 boggs Boggs eumorphic Pseudocylindrical N,T,O      
14 bonne Bonne Pseudoconic N,T,O x    
15 breus Breusign Azimuthal N,T,O      
16 cc Central Cylindrical N,T,O      
17 cea Equal area Cylindrical N,T,O      
18 clar Clarke perspective Azimuthal N,T,O      
19 collg Collignon Miscellaneous N,T,O      
20 crast Craster parabolic Pseudocylindrical N,T,O      
21 cwe Conformal world in ellipse Miscellaneous N,T,O      
22 denoy Denoyer Pseudocylindrical N,T,O      
23 eck1 Eckert I. Pseudocylindrical N,T,O      
24 eck2 Eckert II. Pseudocylindrical N,T,O      
25 eck3 Eckert III. Pseudocylindrical N,T,O      
26 eck4 Eckert IV. Pseudocylindrical N,T,O      
27 eck5 Eckert V. Pseudocylindrical N,T,O      
28 eck6 Eckert VI. Pseudocylindrical N,T,O      
29 eisen Eisenlohr Miscellaneous N,T,O      
30 eqc Equidistant Cylindrical N,T,O x    
31 eqdc Equidistant Conic N,T,O x    
32 eqdc2 Equidistant, pole=point Conic N,T,O x    
33 eqdc3 Equidistant Conic N,T,O x x  
34 fahey Fahey  Pseudocylindrical N,T,O x    
35 fouc Foucalt Pseudocylindrical N,T,O      
36 fouc_s Foucault sinusoidal Pseudocylindrical N,T,O x    
37 fourn Fournier I. globular Miscellaneous N,T,O      
38 fourn2 Fournier II. Miscellaneous N,T,O      
39 gall Gall Cylindrical N,T,O x    
40 gins8 Ginsburg VIII. Pseudocylindrical N,T,O      
41 gnom Gnomonic Azimuthal N,T,O      
42 goode Goode homolosine Pseudocylindrical N,T,O      
43 guyou Guyou Miscellaneous N      
44 hammer Hammer Pseudoazimuthal N,T,O      
45 hataea Hatano Miscellaneous N,T,O      
46 hire La Hire perspective Azimuthal N,T,O      
47 jam James perspective Azimuthal N,T,O      
48 kav5 Kavraisky V. Pseudocylindrical N,T,O      
49 kav7 Kavraisky VII. Pseudocylindrical N,T,O      
50 laea Lambert equal area Azimuthal N,T,O      
51 lagrng Lagrange conformal Miscellaneous N,T,O      
52 larr Larrivee Miscellaneous N,T,O      
53 lask Laskowski Miscellaneous N,T,O      
54 lcc Lambert conformal Conic N,T,O x    
55 leac Equal area Conic N,T,O x    
56 leac2 Equal area, pole=point Conic N,T,O x    
57 litt Littrow Miscellaneous N,T,O      
58 loxim Loximuthal Pseudocylindrical N,T,O x    
59 mbt_s MacBryde-Thomas sine I Pseudocylindrical N,T,O      
60 mbt_s3 MacBryde-Thomas flat-pole sine III. Pseudocylindrical N,T,O      
61 mbtfpq MacBryde flat polar parabolic Pseudocylindrical N,T,O      
62 mbtfps MacBryde flat polar sinusoidal Pseudocylindrical N,T,O      
63 merc Mercator Cylindrical N,T,O x    
64 mill Miller Cylindrical N,T,O      
65 moll Mollweid Pseudocylindrical N,T,O      
66 nell Nell Pseudocylindrical N,T,O      
67 nell_h Nell-Hammer Pseudocylindrical N,T,O      
68 nicol Nicolosi Miscellaneous N,T,O      
69 ortel Ortelius Pseudocylindrical N,T,O      
70 ortho Orthographic Azimuthal N,T,O      
71 parab Craster parabolic Pseudocylindrical N,T,O      
72 peiq Peirce quincuncial Miscellaneous N,T,O      
73 pers General perspective Azimuthal N,T,O     x
74 persf Far-side perspective Azimuthal N,T,O     x
75 persn Near-side perspective Azimuthal N,T,O     x
76 poly Hassler Polyconic N,T,O      
77 putp1 Putnins P1 Pseudocylindrical  N,T,O      
78 putp2 Putnins P2 Pseudocylindrical N,T,O      
79 putp3 Putnins P3 Pseudocylindrical N,T,O       
80 putp3p Putnins P3' Pseudocylindrical  N,T,O      
81 putp4p Putnins P4' Pseudocylindrical  N,T,O      
82 putp5 Putnins P5 Pseudocylindrical  N,T,O      
83 putp5p Putnins P5' Pseudocylindrical  N,T,O      
84 putp6 Putnins P6 Pseudocylindrical N,T,O      
85 putp6p Putnins P6' Pseudocylindrical N,T,O      
86 qua_aut Quartic authalic Pseudocylindrical N,T,O      
87 rpoly Rectangular polyconic Pseudocylindrical N,T,O x    
88 sinu Sinusoidal Pseudocylindrical N,T,O      
89 solo Solovyov Azimuthal N,T,O      
90 stereo Stereographic Azimuthal N,T,O      
91 twi Twilight perspective Azimuthal N,T,O      
92 urm5 Urmayev 5 Pseudocylindrical N,T,O      
93 vandg Van der Grinten I. Polyconic N,T,O      
94 vandg2 Van der Grinten II. Polyconic N,T,O      
95 vandg3 Van der Grinten III. Polyconic N,T,O      
96 vandg4 Van der Grinten IV. Polyconic N,T,O      
97 wag1 Wagner I. Pseudocylindrical N,T,O      
98 wag2 Wagner II. Pseudocylindrical N,T,O      
99 wag3 Wagner III. Pseudocylindrical N,T,O x    
100 wag4 Wagner II. Pseudocylindrical N,T,O      
101 wag6 Wagner VI. Pseudocylindrical N,T,O      
102 wag7 Wagner VII. Pseudocylindrical N,T,O      
103 wer Werner-Staab Pseudoazimuthal N,T,O      
104 were Werenskiold Pseudocylindrical N,T,O      
105 wiech Wiechel Pseudoazimuthal N,T,O      
106 wink1 Winkel Pseudocylindrical N,T,O x    
107 wink2 Winkel Pseudocylindrical N,T,O x    
108 wintri Winkel tripel Pseudoazimuthal N,T,O x