h3' = (17/480)n^3 – (37/840)n^4 EPSG Notes Mercator. h3 = (61/240)n^3 – (103/140)n^4 ξ1' = 0.0008213109 η2 = -0.0000000786 EPSG Dataset : v10.007. 238721.38902272 392786.47424431, Projected bounds: Search. United Kingdom; France; Czech Republic; EPSG:6312 Projected coordinate system for Cyprus - onshore. </gml:metaDataProperty> else if LatO ≡ 90°N ≡ π/2 radians ξ0' = 0.8785743280 Mo = a[(1 – e^2/4 – 3e^4/64 – 5e^6/256 –....)LatO – (3e^2/8 + 3e^4/32 + 45e^6/1024+....)sin2LatO Then ξ = ξ0 + ξ1 + ξ2 + ξ3 + ξ4 T.C. Q" 4th iteration = 1.0243307047 The Mercator projection (/ m ər ˈ k eɪ t ər /) is a cylindrical map projection presented by Flemish geographer and cartographer Gerardus Mercator in 1569. Scale factor (ko) = 0.9996013 <epsg:CoordinateOperationMethodMetaData> h3 = 1.18487E-09 Users are encouraged to use that document rather than the text which follows as reference because limitations in the transcription will be avoided. United Kingdom (UK) - Northern Ireland (Ulster) - onshore. Map Search. Previous: EPSG:3394: Nahrwan 1934 / Iraq zone | Next: EPSG:3396: PD/83 / 3-degree Gauss-Kruger zone 3. The transverse version is widely used in national and international mapping systems around the world, including the Universal Transverse Mercator. It is used by virtually all major online map providers, including Google Maps, Mapbox, Bing Maps, OpenStreetMap, … ξO = ξO0+ ξO1+ ξO2+ ξO3+ ξO4 Then Map Search. 32.2 34.59 Orientations: east, north. EPSG:2157 Projected coordinate system for Ireland - onshore. We could port most of the Transverse Mercator projection in Geotk (after IP review), but the formulas changed. <gml:generalOperationParameter xlink:href="urn:ogc:def:parameter:EPSG::8807" /> η = η0 + η1 + η2 + η3 + η4 Northing N = 69740.50 metres <epsg:changeID xlink:href="urn:ogc:def:change-request:EPSG::2004.680" /> EPSG:2193 Projected coordinate system for New Zealand - North Island, South Island, Stewart Island - onshore. <gml:generalOperationParameter xlink:href="urn:ogc:def:parameter:EPSG::8801" /> Latitude (Lat) = 50°30'00.000"N h1 = 0.0008347452 Mo = B (-π/2) </gml:metaDataProperty> Conversion Details [VALID] Name: Moldova Transverse Mercator: Code: 3999: Usage: Usage Details Scope: Cadastre, engineering survey. Input Coordinates: Output Coordinates: EPSG:3395. I don't dispute that other south orientated projections are supported, but those projections unfortunately don't help me … It rose to prominence when Google Maps adopted it in 2005. Latitude = 50°30'00.00"N = 0.88139127 rad η1 = -0.0000086229 η4 = 3.97791E-13 ... search remarks and export results. Peel it like an orange evenly into sixty segments called “zones”. Lon = LonO + asin(tanh(η0') / cos β')</gml:formula> EPSG Dataset : v10.005. ξO0 = 0.8518980373 η2 = h2 cos(4ξ0) sinh(4η0) β' = 0.8781064142 Replaces NZGD49 / New Zealand Map Grid (code 27200) from July 2001. ξO4 = 1.2218E-12 Flatten each one of these zones.What’s the result?It’s the Universal Transverse Mercator (UTM) projection! <epsg:signReversal changeSign="false" xlink:href="urn:ogc:def:parameter:EPSG::8801" /> Constants of the projection: Orientations: east, north. h4' = (4397/161280)n^4 <epsg:changeID xlink:href="urn:ogc:def:change-request:EPSG::2007.029" /> Easting E = 577274.99 metres gis::srs::Transverse_mercator_zoned_grid_system_srs Class Reference. Consequently, we should rewrite the Transverse Mercator projection from the new EPSG formulas. When paired with a suitable geodetic datum, the transverse Mercator delivers high accuracy in zones less than a few degrees in east-west extent. <epsg:isOperationReversible>true</epsg:isOperationReversible> 34.65 35.74, Find a coordinate system and get position on a map. Applicable CRS-s: The following CRS are based on this projection: [WGS 84 / Dubai Local TM] Meta Data η4' = 3.50657E-14 η2' = h2' cos(4ξ') sinh(4η') Q' = asinh(tan β') Ellipsoid Airy 1830 a = 6377563.396 m 1/f = 299.32496 β' = asin(sin ξ0' / cosh η0') A Transverse Mercator Zoned Grid System projection (EPSG 9824). Search. WGS 84 / World Mercator . When paired with a suitable geodetic datum 2000 Projections ; 16 November 2007 for New Zealand map Grid code! / Iraq zone | Next: EPSG:2158: IRENET95 / UTM zone 59S |:! One of these zones.What ’ s the Universal Transverse Mercator ( South Orientated ) projection, alias Gauss-Conform ( 9824. 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Mapping and engineering survey projection from the New EPSG formulas Gauss-Kruger zone 3 the Transverse Mercator Zoned Grid projection!