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MapInfoProfessionalUserGuide
AppendixA:KeyboardShortcuts
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B
Elements of a Coordinate
System
Inthissection:
• ProjectionsandTheirParameters . . . . . . . . . . . . . . . . . .464
• ForMoreInformationonProjections . . . . . . . . . . . . . . .481
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Projections and Their Parameters
Thenexttablesindicatetheparametersapplicabletoeachprojection,whicharelistedintheorderthey
appearintherelevantcoordinatesystemlinesintheMAPINFOW.PRJfile(thefirsttableliststhefirstsix
parametersandthesecondtableliststhenextsixparameters).Theprojectiontypeistheequationor
equationsusedbyacoordinatesystem.ThefollowinglistnamestheprojectionsMapInfousesandgives
thenumberusedtoidentifytheprojectionintheMAPINFOW.PRJfile:
Standard
Parallel1
Origin,
Latitude
Origin,
Longitude
Units
Datum
Projection
Type
Projection
Name
X
X
X
X
X
9
Albers
Equal-Area
Conic
X*
X
X
X
28
Azimuthal
Equidistant
X
X
X
X
5
Azimuthal
Equidistant
(polar
aspectonly)
X
X
X
X
30
Cassini-Soldner
X
X
X
X
2
Cylindrical
EqualArea
X
X
X
X
31
Double
Stereographic
X
X
X
14
EckertIV
X
X
X
15
EckertVI
X
X
X
X
X
6
Equidistant
Conic
X
X
X
X
33
Equidistant
Cylindrical
X
X
X
X
34
Extended
Transverse
Mercator
X
X
X
17
Gall
X
X
X
X
7
Hotine
Oblique
Mercator
X
X
X
X
X
32
Krovak
Oblique
Conformal
Conic
(JTSKc)
MapInfoProfessional12.5
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ProjectionsandTheirParameters
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Standard
Parallel1
Origin,
Latitude
Origin,
Longitude
Units
Datum
Projection
Type
Projection
Name
X†
X
X
X
29
Lambert
Azimuthal
Equal-Area
X†
X
X
X
4
Lambert
Azimuthal
Equal-Area
(polar
aspectonly)
X
X
X
X
X
3
Lambert
Conformal
Conic
X
X
X
X
X
19
Lambert
Conformal
Conic
(Modified
forBelgium
1972)
X
1
Longitude-Latitude
X
X
X
10
Mercator
X
X
X
11
Miller
X
X
X
13
Mollweide
X
X
X
X
18
New
Zealand
MapGrid
X
X
X
X
27
Polyconic
X
X
X
X
26
Regional
Mercator
X
X
X
12
Robinson
X
X
X
16
Sinusoidal
X
X
X
X
20
Stereographic
X
X
X
X
25
Swiss
Oblique
Mercator
X
X
X
X
8
Transverse
Mercator
X
X
X
X
21
Tranverse
Mercator,
(Modified
forDanish
465
MapInfoProfessionalUserGuide
AppendixB:ElementsofaCoordinateSystem
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Standard
Parallel1
Origin,
Latitude
Origin,
Longitude
Units
Datum
Projection
Type
Projection
Name
System34
Jylland-Fyn)
X
X
X
X
22
Tranverse
Mercator,
(Modified
forDanish
System34
Sjaelland)
X
X
X
X
23
Tranverse
Mercator,
(Modified
forDanish
System34
/45
Bornholm)
X
X
X
X
24
Tranverse
Mercator,
(Modified
forFinnish
KKJ)
Range
False
Northing
False
Easting
ScaleFactor
Azimuth
Standard
Parallel2
Projection
Name
X
X
X
Albers
Equal-Area
Conic
X
Azimuthal
Equidistant
X
Azimuthal
Equidistant
(polar
aspectonly)
X
X
Cassini-Soldner
Cylindrical
EqualArea
X
X
X
Double
Stereographic
EckertIV
EckertVI
X
X
X
Equidistant
Conic
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ProjectionsandTheirParameters
Range
False
Northing
False
Easting
ScaleFactor
Azimuth
Standard
Parallel2
Projection
Name
X
X
Equidistant
Cylindrical
X
X
X
Extended
Transverse
Mercator
Gall
X
X
X
X
Hotine
Oblique
Mercator
X
X
X
Krovak
Oblique
Conformal
Conic
(JTSKc)
X
Lambert
Azimuthal
Equal-Area
X
Lambert
Azimuthal
Equal-Area
(polar
aspectonly)
X
X
X
Lambert
Conformal
Conic
X
X
X
Lambert
Conformal
Conic
(Modified
forBelgium
1972)
Longitude-Latitude
Mercator
Miller
Mollweide
X
X
New
Zealand
MapGrid
X
X
Polyconic
Regional
Mercator
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AppendixB:ElementsofaCoordinateSystem
Range
False
Northing
False
Easting
ScaleFactor
Azimuth
Standard
Parallel2
Projection
Name
Robinson
Sinusoidal
X
X
X
Stereographic
X
X
Swiss
Oblique
Mercator
X
X
X
Transverse
Mercator
X
X
X
Tranverse
Mercator,
(Modified
forDanish
System34
Jylland-Fyn)
X
X
X
Tranverse
Mercator,
(Modified
forDanish
System34
Sjaelland)
X
X
X
Tranverse
Mercator,
(Modified
forDanish
System34
/45
Bornholm)
X
X
X
Tranverse
Mercator,
(Modified
forFinnish
KKJ)
TheOriginLatitudefortheAzimuthalEquidistantprojectionsmustbeeither90or-90.AnOblique
AzimuthalEquidistantprojectionsupportsallOriginLatitudes,includingthepoles.ALambertAzimuthal
Equal-AreaprojectionhasbeenaddedthatalsosupportsallOriginLatitudes,includingthepoles.
ProjectionTypesList
Theprojectiontypeistheequationorequationsusedbyacoordinatesystem.Thefollowinglistnames
theprojectionsMapInfoProfessionalusesandgivesthenumberusedtoidentifytheprojectioninthe
MAPINFOW.PRJfile:
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ProjectionsandTheirParameters
ProjectionType
Number
AlbersEqual-AreaConic
9
AzimuthalEquidistant(alloriginlatitudes)
28
AzimuthalEquidistant(polaraspectonly)
5
Cassini-Soldner
30
CylindricalEqual-Area
2
DoubleStereographic
31
EckertIV
14
EckertVI
15
EquidistantConic,alsoknownasSimpleConic
6
EquidistantCylindrical
33
ExtendedTransverseMercator
34
Gall
17
HotineObliqueMercator
7
KrovakObliqueConformalConic(JTSKc)
32
LambertAzimuthalEqual-Area(polaraspectonly)
4
LambertAzimuthalEqual-Area
29
LambertConformalConic
3
LambertConformalConic(modifiedforBelgium1972)
19
Longitude/Latitude
1
Mercator
10
MillerCylindrical
11
Mollweide
13
NewZealandMapGrid
18
Polyconic
27
RegionalMercator
26
Robinson
12
Sinusoidal
16
Stereographic
20
SwissObliqueMercator
25
TransverseMercator,(alsoknownasGauss-Kruger)
8
TransverseMercator,(modifiedforDanishSystem34Jylland-Fyn)
21
469
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AppendixB:ElementsofaCoordinateSystem
ProjectionType
Number
TransverseMercator,(modifiedforDanishSystem34Sjaelland)
22
TransverseMercator,(modifiedforDanishSystem34/45Bornholm)
23
TransverseMercator,(modifiedforFinnishKKJ)
24
ProjectionnumbersintheMAPINFOW.PRJmaybemodifiedbytheadditionofaconstantvaluetothe
basenumberlistedintheProjectiontable,above.Validvaluesandtheirmeaningsareinthenexttable:
Parameters
Meaning
Constant
Affineunitsspecifierandcoefficients
appearaftertheregularparametersfor
thesystem.
Systemhasaffinetransformations
1000
Boundsappearaftertheregular
parametersforthesystem.
Systemhasexplicitbounds
2000
Affineparametersfollowsystem's
parameters;boundsfollowaffine
parameters.
Systemwithbothaffineandbounds
3000
Example:
AssumeyouwanttoworkwithasimplesystembasedontheTransverseMercatorprojectionandusing
theNAD1983datum.YoumighthavealinesuchasthefollowinginyourMAPINFOW.PRJfile:
"UTMZone1(NAD83)",8,74,7,-177,0,0.9996,500000,0
Nowletussaythatyouwantasystembasedonthis,butwithanaffinetransformationspecifiedbythe
followingparameters(seeAffineTransformationsintheHelpSystem:Units=meters;A=0.5;B=-0.866;
C=0;D=0.866;E=0.5;andF=0.TherequiredlineintheMAPINFOW.PRJfileis:
"UTMZone1(NAD83)-rotated60degrees",1008,74,7,-177,0,0.9996,500000,0,7,0.5,-0.866,0,
0.866,0.5,0
Alternatively,ifyouwanttoboundthesystemto(x1,y1,x2,y2)=(-500000,0,500000,1000000),the
requiredlineis:
"UTMZone1(NAD83)-bounded",2008,74,7,-177,0,0.9996,500000,0,-500000,0,500000,1000000
Tocustomizethesystemusingbothofthesemodifications,thelineis:
"UTMZone1(NAD83)-rotatedandbounded",3008,74,7,-177,0,0.9996,500000,0,7,0.5,-0.866,
0,0.866,0.5,0,-500000,0,500000,1000000
ProjectionDatums
Thedatumisestablishedbytyingareferenceellipsoidtoaparticularpointontheearth.Thefollowing
tableliststhesedetailsforeachdatum.
• ThenumberusedtoidentifythedatumintheMAPINFOW.PRJfile.
• Thedatum'sname
• Themapsforwhichthedatumistypicallyused
• Thedatum'sreferenceellipsoid
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ProjectionsandTheirParameters
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