ξ2 = -0.0000002768 Search. β' = asin(sin ξ0' / cosh η0') Q" 4th iteration = 1.0243307047 ξ0 = 0.8785743280 238721.38902272 392786.47424431, Projected bounds: Search. Large and medium scale topographic mapping, engineering and cadastral survey, cadastre plans. ξO3 = h3 sin(6ξOo) h2' = 0.0000000586 EPSG:6312 Projected coordinate system for Cyprus - onshore. 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. ξ1' = h1' sin(2ξ') cosh(2η') UoM: m. η1' = -0.0000086953 Applicable CRS-s: The following CRS are based on this projection: [WGS 84 / Dubai Local TM] Meta Data </gml:metaDataProperty> Share on: T Q. Transform Get position on a map. Note: The previous two steps are taken from the generic calculation flow given below for latitude Lat, but here for LatO may be simplified to ξO0 = βo = atan(sinh Qo). Latitude (Lat) = 50°30'00.000"N <epsg:alias alias="TM" code="1236" codeSpace="urn:ogc:def:naming-system:EPSG::7302" /> </epsg:CoordinateOperationMethodMetaData> <epsg:signReversal changeSign="false" xlink:href="urn:ogc:def:parameter:EPSG::8802" /> B = [a/(1+n)] (1 + n^2/4 + n^4/64) PROJECTIONTransverseMercator PARAMETERlatitudeoforigin0 from EN MISC at Anadolu University. <epsg:CommonMetaData> The transverse Mercator projection, also known as the Gauss-Krüger projection, is similar to Mercator except that the cylinder touches the sphere or ellipsoid along a meridian instead of the equator. Share on T Q. <epsg:show>true</epsg:show> ξ4' = 1.49609E-13 EPSG:2193 Projected coordinate system for New Zealand - North Island, South Island, Stewart Island - onshore. EPSG Dataset : v10.007. η1' = h1' cos(2ξ') sinh(2η') η4 = 3.97791E-13 Replaces TM75 / Irish Grid (code 29903) from 1/1/2001. ξO2 = -0.0000001986 The map is thereby conformal. Qo = asinh(tan LatO) – [e atanh(e sin LatO)] 349259.86418786 457751.75089493, WGS84 bounds: Scope: Cadastre, large scale topographic mapping and engineering survey. Map Search. The result is a conformal projection that does not maintain true directions. PROJ.4 Organization PROJ.4 does not support a latitude of natural origin other than the equator. Start with a sphere or ellipsoid because that is the true form of the Earth. η3' = h3' cos(6ξ') sinh(6η') The small community that make use of the "SOUTH ORIENTATED TRANSVERSE MERCATOR (TMSO)" are used to having the eastings positive to the west … Powered by EPSG database 9.8, "urn:x-ogp:spec:schema-xsd:EPSG:1.0:dataset", "CGRS93 / Local Transverse Mercator (LTM)", "urn:ogc:def:change-request:EPSG::2014.091", "urn:ogc:def:coordinateOperation:EPSG::6308". <gml:generalOperationParameter xlink:href="urn:ogc:def:parameter:EPSG::8801" /> ξ = ξ0 + ξ1 + ξ2 + ξ3 + ξ4 … United Kingdom; France; Czech Republic; with LatO in radians. Coordinate system: Cartesian 2D CS. h3' = (17/480)n^3 – (37/840)n^4 ξ4' = h4' sin(8ξ') cosh(8η') It rose to prominence when Google Maps adopted it in 2005. ξ0 = asin (sin β cosh η0) Mo = B ξO Then Then ξ0' = 0.8785743280 Israeli Transverse Mercator (Hebrew: רשת ישראל החדשה Reshet Yisra'el Ha-Ḥadasha; ITM) is the new geographic coordinate system for Israel.The name is derived from the Transverse Mercator projection it uses and the fact that it is optimized for Israel. <epsg:informationSource>EPSG guidance note #7-2, http://www.epsg.org</epsg:informationSource> Scale factor (ko) = 0.9996013 h4 = 2.40864E-12 Information source: Cyprus Department of Lands and Surveys (DLS). <epsg:changes> Northing, N = FN + ko (B ξ – Mo) A Transverse Mercator Zoned Grid System projection (EPSG 9824). PROJ.4 Organization +proj=tmerc +lat_0=Latitude of natural origin +lon_0=Longitude of natural origin +k=Scale factor at natural origin +x_0=False Easting +y_0=False Northing EPSG Notes The Transverse Mercator projection in its various forms is the most widely used projected coordinate system for world topographical and offshore mapping. ξO4 = 1.2218E-12 Peel it like an orange evenly into sixty segments called “zones”. Flatten each one of these zones.What’s the result?It’s the Universal Transverse Mercator (UTM) projection! The Mercator is commonly used in its standard (equatorial) and transverse aspects with either a sphere or a slightly flattened spheroid (such as the WGS 84 spheroid). η2 = h2 cos(4ξ0) sinh(4η0) ξ0' = ξ' – (ξ1' + ξ2' + ξ3' + ξ4') Ellipsoid Airy 1830 a = 6377563.396 m 1/f = 299.32496 Scope: Large and medium scale topographic mapping, engineering and cadastral survey, cadastre plans. The transverse Mercator map projection is an adaptation of the standard Mercator projection. η1 = h1 cos(2ξ0) sinh(2η0) Cartesian 2D CS. Then 126613.58847409 329208.26410943 Note: if the projection grid origin is very close to the pole (within 2" or 50m), the tangent function in the equation for Qo is unstable and may fail. η4' = 3.50657E-14 <gml:generalOperationParameter xlink:href="urn:ogc:def:parameter:EPSG::8807" /> Then <gml:generalOperationParameter xlink:href="urn:ogc:def:parameter:EPSG::8806" /> Mo = B (π/2) Constants of the projection: ξ2 = h2 sin(4ξ0) cosh(4η0) else ξ2' = h2' sin(4ξ') cosh(4η') EPSG Dataset : v10.005. Input Coordinates: Output Coordinates: EPSG:3395. η0 = 0.0278629616 ξ3 = -1.01855E-09 Q" 3rd iteration = 1.0243307046 <gml:OperationMethod xmlns:epsg="urn:x-ogp:spec:schema-xsd:EPSG:1.0:dataset" xmlns:gml="http://www.opengis.net/gml/3.2" xmlns:xlink="http://www.w3.org/1999/xlink" gml:id="ogp-method-9807"> Search. Link to this Page. One can define custom projections, and I tried, but proj4 does not support transverse mercator south orientated projections. Powered by EPSG database 9.8,
<?xml version="1.0" encoding="UTF-8"?> Q" 1st iteration = 1.0243166838 Longitude of natural origin (LonO) = 2°00'00"W = -0.03490659 rad Then the meridional arc distance from equator to the projection origin (Mo) is computed from: False Northings (FN) = -100000.00 m ξ1 = h1 sin(2ξ0) cosh(2η0) Q = asinh(tan Lat) – [e atanh(e sin Lat)] EPSG Notes Mercator. ξO1 = 0.0008273732 Chatham Islands Transverse Mercator 2000. The transverse version is widely used in national and international mapping systems around the world, including the Universal Transverse Mercator. Easting, E = FE + ko B η <epsg:signReversal changeSign="false" xlink:href="urn:ogc:def:parameter:EPSG::8806" /> Previous: EPSG:2156: NAD83(HARN) / UTM zone 59S | Next: EPSG:2158: IRENET95 / UTM zone 29N. Q' = 1.0191767215 <epsg:alias alias="Gauss-Kruger" code="1235" codeSpace="urn:ogc:def:naming-system:EPSG::7301" /> Longitude = 00°30'00.00"E = 0.00872665 rad Conversion Details [VALID] Name: Moldova Transverse Mercator: Code: 3999: Usage: Usage Details Scope: Cadastre, engineering survey. Orientations: east, north. h1 = 0.0008347452 <epsg:changeID xlink:href="urn:ogc:def:change-request:EPSG::2007.029" /> h4' = 2.13692E-13 Link to this Page. η' = 0.0278542603 gis::srs::Transverse_mercator_zoned_grid_system_srs Class Reference. Therefore, in choosing any projection, you usually get to choose not only the projection itself, but also the earth's shape and the aspect of the projection. <epsg:CoordinateOperationMethodMetaData> EPSG Projection 2157 - IRENET95 / Irish Transverse Mercator Home | Upload Your Own | List user-contributed references | List all references. <epsg:isDeprecated>false</epsg:isDeprecated> ... search remarks and export results. end Mo may instead be calculated as: ξ4 = h4 sin(8ξ0) cosh(8η0) gis::srs::Transverse_mercator_south_orientated_srs Class Reference A Transverse Mercator (South Orientated) projection, alias Gauss-Conform (EPSG 9808). ξO0 = 0.8518980373 Then η0' = η' – (η1' + η2' + η3' + η4') B = 6366914.609 ITM has replaced the old coordinate system ICS.This coordinate system is sometimes also referred as the "New Israeli Grid". EPSG Projection 2193 - NZGD2000 / New Zealand Transverse Mercator 2000 Home | Upload Your Own | List user-contributed references | List all references. <epsg:alias alias="Gauss-Boaga" code="3743" codeSpace="urn:ogc:def:naming-system:EPSG::7301" /> + (15e^4/256 + 45e^6/1024 +.....)sin4LatO – (35e^6/3072 + ....)sin6LatO + .....] Attributes. h1' = n/2 – (2/3)n^2 + (37/96)n^3 – (1/360)n^4 ÇEVRE VE ŞEHİRCİLİK BAKANLIĞI COĞRAFİ BİLGİ SİSTEMLERİ GENEL MÜDÜRLÜĞÜ Koordinat Referans Sistemleri ve Coğrafi Grid Sistemleri Kayıt Dokümanı Doküman Kodu TUCBS_CG Düzenlenme Tarihi/No 2020 /Sürüm 1. Search. <epsg:revisionDate>2012-02-13</epsg:revisionDate> It became the standard map projection for navigation because it is unique in representing north as up and south as down everywhere while preserving local directions and shapes. η = η0 + η1 + η2 + η3 + η4 η3' = 1.486E-11 <epsg:isOperationReversible>true</epsg:isOperationReversible> <epsg:changeID xlink:href="urn:ogc:def:change-request:EPSG::2004.680" /> </gml:metaDataProperty> Parameters: β = atan(sinh Q) The formulas used by Geotk were derived from USGS, while the formulas used by EPSG (called "JHS") are accurate over a wider range of longitudes. UoM: m. Center coordinates h4 = (49561/161280)n^4 ξ' = [(N – FN) + ko Mo] / (B ko) There is only one projection in GeoTIFF for straight Mercator. then e'^2 = 0.00671534 and e^2 = 0.00667054 T.C. ξ = 0.8793956171 EPSG:9807 Transverse Mercator. Then The central meridian is placed in the center of the region of interest. η2 = -0.0000000786 η' = (E – FE) / (B ko) η2' = h2' cos(4ξ') sinh(4η') A Transverse Mercator projection, alias Gauss-Boaga, Gauss-Krüger or TM (EPSG 9807). Antipodes Islands Transverse Mercator ... LINZS25002 Standard for New Zealand Geodetic Datum 2000 Projections; 16 November 2007. h3 = 1.18487E-09 Conversion: Chatham Islands Transverse Mercator 2000 . Q = 1.0191767215 </epsg:changes> β' = 0.8781064142 <epsg:signReversal changeSign="false" xlink:href="urn:ogc:def:parameter:EPSG::8801" /> η1 = -0.0000086229 Large and medium scale topographic mapping and engineering survey. <gml:identifier codeSpace="OGP">urn:ogc:def:method:EPSG::9807</gml:identifier> β = 0.8781064142 h2 = (13/48)n^2 – (3/5)n^3 + (557/1440)n^4 Previous: EPSG:3394: Nahrwan 1934 / Iraq zone | Next: EPSG:3396: PD/83 / 3-degree Gauss-Kruger zone 3. <gml:formula>Note: These formulas have been transcribed from EPSG Guidance Note #7-2. 32.2 34.59 EPSG Projection 3395 - WGS 84 / World Mercator Home | Upload Your Own | List user-contributed references | List all references. h3' = 1.65563E-10 else if LatO ≡ 90°N ≡ π/2 radians <gml:name>Transverse Mercator</gml:name> <gml:generalOperationParameter xlink:href="urn:ogc:def:parameter:EPSG::8802" /> <epsg:changeID xlink:href="urn:ogc:def:change-request:EPSG::2011.098" /> Large and medium scale topographic mapping and engineering survey. </epsg:CommonMetaData> It was also asked if it is really that important for the INSPIRE interoperability to provide raster data in ETRS89-TMzn instead of using other transverse Mercator projections, since re-projection of Elevation and Orthoimagery data sets implies a big burden for Member States (costs and time for transforming data, need for computer and storage resources, loss of data quality, etc.) <gml:metaDataProperty> Latitude = 50°30'00.00"N = 0.88139127 rad <gml:generalOperationParameter xlink:href="urn:ogc:def:parameter:EPSG::8805" /> ξO3 = -1.0918E-09 Axes: easting, northing (E,N). For the calculation of easting and northing from latitude and longitude, first calculate constants for the projection: ξ3' = -1.41881E-10 h3 = (61/240)n^3 – (103/140)n^4 η = 0.0278542603 EPSG:2157 Projected coordinate system for Ireland - onshore. Lon = LonO + asin(tanh(η0') / cos β')</gml:formula> η3 = h3 cos(6ξ0) sinh(6η0) ξ3 = h3 sin(6ξ0) cosh(6η0) EPSG Dataset : v10.005. ξ1' = 0.0008213109 Spatial data users are encouraged to use NZTM2000 where a projection is required within mainland New Zealand. ξO = ξO0+ ξO1+ ξO2+ ξO3+ ξO4 EPSG.io: Coordinate systems worldwide (EPSG/ESRI), preview location on a map, get transformation, ... Spherical Mercator, Google Maps Projection, OpenStreetMap, Bing; UTM - Universal Transverse Mercator; ETRS - European Terrestrial Reference System; Europe coordinate systems. Constructor & Destructor Documentation Transverse_mercator_south_orientated_srs() Axes: easting, northing (E,N). There is no +proj attribute that describes that projection. False Eastings (FE) = 400000.00 m If LatO = 0 then Mo = 0 βo = atan(sinh Qo) ξ' = 0.87939562 Q' = asinh(tan β') Please login or register to include deprecated (invalid) items, search remarks and export results. <epsg:example>For Projected Coordinate System OSGB 1936 / British National Grid Q" 2nd iteration = 1.0243306667 Previous: EPSG:2192: ED50 / France EuroLambert | Next: EPSG:2194: American Samoa 1962 / American Samoa Lambert. ξ2' = -0.0000000217 Conversion: Antipodes Islands Transverse Mercator 2000 . η2' = -0.0000000061 Northing N = 69740.50 metres United Kingdom (UK) - Northern Ireland (Ulster) - onshore. EPSG Dataset : v10.012. Web Mercator, Google Web Mercator, Spherical Mercator, WGS 84 Web Mercator or WGS 84/Pseudo-Mercator is a variant of the Mercator projection and is the de facto standard for Web mapping applications. η3 = 1.05551E-10 Map Search. n = f / (2-f) Q" = Q' + [e atanh(e tanh Q')] = Q' + [e atanh(e tanh Q")] which should be iterated until the change in Q" is insignificant. Please login or register to include deprecated (invalid) items, search remarks and export results. ξ4 = 1.67447E-12 We could port most of the Transverse Mercator projection in Geotk (after IP review), but the formulas changed. ξO0 = asin (sin βo)
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