var searchData=
[
  ['f_0',['F',['../classGeographicLib_1_1EllipticFunction.html#a4855f935b9e08375f0f8dc628fbfc219',1,'GeographicLib::EllipticFunction::F(real phi) const'],['../classGeographicLib_1_1EllipticFunction.html#ac7f4c6eb6194fc42f75c14b11d6d3ecb',1,'GeographicLib::EllipticFunction::F(real sn, real cn, real dn) const']]],
  ['factor_1',['Possible values of the dynamical form factor',['../normalgravity.html#normalgravj2',1,'']]],
  ['falseeasting_2',['FalseEasting',['../classGeographicLib_1_1OSGB.html#ab27e19f7688f6b472d217b31aeae079c',1,'GeographicLib::OSGB']]],
  ['falsenorthing_3',['FalseNorthing',['../classGeographicLib_1_1OSGB.html#a74072d4e62fcd4ca679b222716b6a6a1',1,'GeographicLib::OSGB']]],
  ['fathom_4',['fathom',['../classGeographicLib_1_1Constants.html#a51cf3e97984ac301b1f27b667b360be0',1,'GeographicLib::Constants']]],
  ['field_20models_5',['Installing the magnetic field models',['../magnetic.html#magneticinst',1,'']]],
  ['fieldcomponents_6',['FieldComponents',['../classGeographicLib_1_1MagneticModel.html#af553c42337b9a9a1d51b81fea7083ea2',1,'GeographicLib::MagneticModel::FieldComponents(real Bx, real By, real Bz, real &amp;H, real &amp;F, real &amp;D, real &amp;I)'],['../classGeographicLib_1_1MagneticModel.html#a54aa849393ab2a7e37aa1f086e64cffb',1,'GeographicLib::MagneticModel::FieldComponents(real Bx, real By, real Bz, real Bxt, real Byt, real Bzt, real &amp;H, real &amp;F, real &amp;D, real &amp;I, real &amp;Ht, real &amp;Ft, real &amp;Dt, real &amp;It)']]],
  ['fieldgeocentric_7',['FieldGeocentric',['../classGeographicLib_1_1MagneticCircle.html#a6473d41abc8abd36063b49b72468030a',1,'GeographicLib::MagneticCircle::FieldGeocentric()'],['../classGeographicLib_1_1MagneticModel.html#a027292a7836863cbeacbf6b4f9aab7c3',1,'GeographicLib::MagneticModel::FieldGeocentric()']]],
  ['figures_20from_20paper_20on_20transverse_20mercator_20projection_8',['Figures from paper on transverse Mercator projection',['../transversemercator.html#tmfigures',1,'']]],
  ['files_9',['files',['../geoid.html#geoidformat',1,'The format of the geoid data files'],['../gravity.html#gravityformat',1,'The format of the gravity model files'],['../magnetic.html#magneticformat',1,'The format of the magnetic model files']]],
  ['finding_20nearest_20neighbors_10',['Finding nearest neighbors',['../nearest.html',1,'']]],
  ['flag_11',['flag',['../classGeographicLib_1_1DMS.html#a7a1101fd2577636863753baae3e54869',1,'GeographicLib::DMS']]],
  ['flattening_12',['Flattening',['../classGeographicLib_1_1AlbersEqualArea.html#ad9391ec6f5073560b5f345382cbf9bbd',1,'GeographicLib::AlbersEqualArea::Flattening()'],['../classGeographicLib_1_1AuxLatitude.html#a169c1d6e68f327f5275a096f3a2a43cf',1,'GeographicLib::AuxLatitude::Flattening()'],['../classGeographicLib_1_1AzimuthalEquidistant.html#a231aca41efa87159c51102d9479a6d61',1,'GeographicLib::AzimuthalEquidistant::Flattening()'],['../classGeographicLib_1_1CassiniSoldner.html#ab070c6065dee563cfd299031672c2ba9',1,'GeographicLib::CassiniSoldner::Flattening()'],['../classGeographicLib_1_1Ellipsoid.html#a6f45d56feb837530190c648e5d4783df',1,'GeographicLib::Ellipsoid::Flattening()'],['../classGeographicLib_1_1Geocentric.html#a86a0c618fd67eb741e534685cbc96a7c',1,'GeographicLib::Geocentric::Flattening()'],['../classGeographicLib_1_1GeoCoords.html#a3238f51b85207c01bb77dbd5e1ac3975',1,'GeographicLib::GeoCoords::Flattening()'],['../classGeographicLib_1_1Geodesic.html#a2b5c1649b624d214943878fe97f2b438',1,'GeographicLib::Geodesic::Flattening()'],['../classGeographicLib_1_1GeodesicExact.html#a5572f52987e1f9c00ce06b63c8a8728b',1,'GeographicLib::GeodesicExact::Flattening()'],['../classGeographicLib_1_1GeodesicLine.html#af2d69b066fbb6cf86d8be86026033cd9',1,'GeographicLib::GeodesicLine::Flattening()'],['../classGeographicLib_1_1GeodesicLineExact.html#a09cfcea5648090dc528f2c27ee6af945',1,'GeographicLib::GeodesicLineExact::Flattening()'],['../classGeographicLib_1_1Geoid.html#a45429da51799960f722cd5d18a47b544',1,'GeographicLib::Geoid::Flattening()'],['../classGeographicLib_1_1Gnomonic.html#ab2a613da01e12c30ec2b622127622832',1,'GeographicLib::Gnomonic::Flattening()'],['../classGeographicLib_1_1GravityCircle.html#ac4dc1d88119d1607e90e2be4cd62880d',1,'GeographicLib::GravityCircle::Flattening()'],['../classGeographicLib_1_1GravityModel.html#a3570944caada7f905a9f6cd058b66c54',1,'GeographicLib::GravityModel::Flattening()'],['../classGeographicLib_1_1LambertConformalConic.html#a0b31985cf7cd53ab43fda84203d44358',1,'GeographicLib::LambertConformalConic::Flattening()'],['../classGeographicLib_1_1LocalCartesian.html#aef37f09ad6621485a80e1a493865f602',1,'GeographicLib::LocalCartesian::Flattening()'],['../classGeographicLib_1_1MagneticCircle.html#a1e7b507bef88707f6ef30b3adcabd426',1,'GeographicLib::MagneticCircle::Flattening()'],['../classGeographicLib_1_1MagneticModel.html#ab7fd04561f79ab5136d736e3d9e4cabd',1,'GeographicLib::MagneticModel::Flattening()'],['../classGeographicLib_1_1MGRS.html#a8eee27799bda8238d6d0525dffdddd4e',1,'GeographicLib::MGRS::Flattening()'],['../classGeographicLib_1_1NormalGravity.html#a1f3a1edc25997ab831c4d2a677183bd9',1,'GeographicLib::NormalGravity::Flattening()'],['../classGeographicLib_1_1OSGB.html#aae688ebd8c126f22517eaa0a01d659f8',1,'GeographicLib::OSGB::Flattening()'],['../classGeographicLib_1_1PolarStereographic.html#ab3cb35ac5f3f31305d4a40c6c9a0326b',1,'GeographicLib::PolarStereographic::Flattening()'],['../classGeographicLib_1_1PolygonAreaT.html#a751288e3b135b1536ca924307c2ad611',1,'GeographicLib::PolygonAreaT::Flattening()'],['../classGeographicLib_1_1Rhumb.html#a105e1b2ba633278e994bba05cd4e9943',1,'GeographicLib::Rhumb::Flattening()'],['../classGeographicLib_1_1RhumbLine.html#adc874a017391300391670a88097139e8',1,'GeographicLib::RhumbLine::Flattening()'],['../classGeographicLib_1_1TransverseMercator.html#a7fc0adc7c3812ca133937461fb534f1c',1,'GeographicLib::TransverseMercator::Flattening()'],['../classGeographicLib_1_1TransverseMercatorExact.html#adb519fc7c6e3b75ad8dd67887f806a69',1,'GeographicLib::TransverseMercatorExact::Flattening()'],['../classGeographicLib_1_1UTMUPS.html#a182de2e29f1181c55a266777039b8a9d',1,'GeographicLib::UTMUPS::Flattening()']]],
  ['flatteningtoeccentricitysq_13',['FlatteningToEccentricitySq',['../classGeographicLib_1_1Ellipsoid.html#a57767e6ddae834cc470ed7cda9559891',1,'GeographicLib::Ellipsoid']]],
  ['flatteningtoj2_14',['FlatteningToJ2',['../classGeographicLib_1_1NormalGravity.html#a6e1b6b7de4d15494f687800e09b13fad',1,'GeographicLib::NormalGravity']]],
  ['flatteningtosecondeccentricitysq_15',['FlatteningToSecondEccentricitySq',['../classGeographicLib_1_1Ellipsoid.html#a69c99a88bf12c40856b7b830174c1728',1,'GeographicLib::Ellipsoid']]],
  ['flatteningtosecondflattening_16',['FlatteningToSecondFlattening',['../classGeographicLib_1_1Ellipsoid.html#a561926e53556deeed21c8dd7aee2e0ba',1,'GeographicLib::Ellipsoid']]],
  ['flatteningtothirdeccentricitysq_17',['FlatteningToThirdEccentricitySq',['../classGeographicLib_1_1Ellipsoid.html#aa5a2899df3458ebccfa64e20e46cfc21',1,'GeographicLib::Ellipsoid']]],
  ['flatteningtothirdflattening_18',['FlatteningToThirdFlattening',['../classGeographicLib_1_1Ellipsoid.html#a4f73302cc829b06a65c9f52ce15362bf',1,'GeographicLib::Ellipsoid']]],
  ['foot_19',['foot',['../classGeographicLib_1_1Constants.html#ac69f40e7e56c71bc72011c7591f7bef9',1,'GeographicLib::Constants']]],
  ['for_20conversions_20',['Series approximations for conversions',['../auxlat.html#auxlatformula',1,'']]],
  ['for_20geodesics_21',['for geodesics',['../geodesic.html#geodseries',1,'Expansions for geodesics'],['../geodesic.html#testgeod',1,'Test data for geodesics']]],
  ['for_20geoids_22',['Test data for geoids',['../geoid.html#testgeoid',1,'']]],
  ['for_20high_20precision_20arithmetic_23',['Support for high precision arithmetic',['../highprec.html',1,'']]],
  ['for_20the_20meridian_24',['Parameters for the meridian',['../geodesic.html#meridian',1,'']]],
  ['for_20the_20transverse_20mercator_20projection_25',['Test data for the transverse Mercator projection',['../transversemercator.html#testmerc',1,'']]],
  ['for_20transverse_20mercator_26',['Series approximation for transverse Mercator',['../transversemercator.html#tmseries',1,'']]],
  ['form_27',['Series approximations in tabular form',['../auxlat.html#auxlattable',1,'']]],
  ['form_20factor_28',['Possible values of the dynamical form factor',['../normalgravity.html#normalgravj2',1,'']]],
  ['format_20of_20the_20geoid_20data_20files_29',['The format of the geoid data files',['../geoid.html#geoidformat',1,'']]],
  ['format_20of_20the_20gravity_20model_20files_30',['The format of the gravity model files',['../gravity.html#gravityformat',1,'']]],
  ['format_20of_20the_20magnetic_20model_20files_31',['The format of the magnetic model files',['../magnetic.html#magneticformat',1,'']]],
  ['formulation_20of_20the_20rhumb_20line_20problem_32',['Formulation of the rhumb line problem',['../rhumb.html#rhumbform',1,'']]],
  ['forward_33',['Forward',['../classGeographicLib_1_1AlbersEqualArea.html#abf9719f9f60744b9fc53ba21fa5f7eed',1,'GeographicLib::AlbersEqualArea::Forward(real lon0, real lat, real lon, real &amp;x, real &amp;y, real &amp;gamma, real &amp;k) const'],['../classGeographicLib_1_1AlbersEqualArea.html#abbf1a1a3fa28045fc9e05c95f3da0457',1,'GeographicLib::AlbersEqualArea::Forward(real lon0, real lat, real lon, real &amp;x, real &amp;y) const'],['../classGeographicLib_1_1AzimuthalEquidistant.html#ab4af9da1451fc5e912535a1eed776858',1,'GeographicLib::AzimuthalEquidistant::Forward(real lat0, real lon0, real lat, real lon, real &amp;x, real &amp;y, real &amp;azi, real &amp;rk) const'],['../classGeographicLib_1_1AzimuthalEquidistant.html#a5fe20e38f1a4c3778ee6dcf11b4dc00c',1,'GeographicLib::AzimuthalEquidistant::Forward(real lat0, real lon0, real lat, real lon, real &amp;x, real &amp;y) const'],['../classGeographicLib_1_1CassiniSoldner.html#af240875ac77c58b4798b636843660351',1,'GeographicLib::CassiniSoldner::Forward(real lat, real lon, real &amp;x, real &amp;y, real &amp;azi, real &amp;rk) const'],['../classGeographicLib_1_1CassiniSoldner.html#ac08c96828dd21d0805608d15020de870',1,'GeographicLib::CassiniSoldner::Forward(real lat, real lon, real &amp;x, real &amp;y) const'],['../classGeographicLib_1_1GARS.html#a893a9175209082955218b85e0b7f60c4',1,'GeographicLib::GARS::Forward()'],['../classGeographicLib_1_1Geocentric.html#a36ff62c44bb824b8e5b5048a54a30b6d',1,'GeographicLib::Geocentric::Forward(real lat, real lon, real h, real &amp;X, real &amp;Y, real &amp;Z) const'],['../classGeographicLib_1_1Geocentric.html#ab7a9edeb22cde113f361a098b53046e4',1,'GeographicLib::Geocentric::Forward(real lat, real lon, real h, real &amp;X, real &amp;Y, real &amp;Z, std::vector&lt; real &gt; &amp;M) const'],['../classGeographicLib_1_1Geohash.html#a9abd45c543473d0df4b1cc4de7076953',1,'GeographicLib::Geohash::Forward()'],['../classGeographicLib_1_1Georef.html#a7b06b5af0bdc8464449078c0277d8bbc',1,'GeographicLib::Georef::Forward()'],['../classGeographicLib_1_1Gnomonic.html#ad5e5dfa9b0bf6195f74a42eaff4929b0',1,'GeographicLib::Gnomonic::Forward(real lat0, real lon0, real lat, real lon, real &amp;x, real &amp;y, real &amp;azi, real &amp;rk) const'],['../classGeographicLib_1_1Gnomonic.html#a619dd6ac8e13e9bb6ded1e774deaa815',1,'GeographicLib::Gnomonic::Forward(real lat0, real lon0, real lat, real lon, real &amp;x, real &amp;y) const'],['../classGeographicLib_1_1LambertConformalConic.html#aa5317c61e1389f5c439208398b578a5a',1,'GeographicLib::LambertConformalConic::Forward(real lon0, real lat, real lon, real &amp;x, real &amp;y, real &amp;gamma, real &amp;k) const'],['../classGeographicLib_1_1LambertConformalConic.html#a92bc94c8b08c6d09d1ee11ad37d3754d',1,'GeographicLib::LambertConformalConic::Forward(real lon0, real lat, real lon, real &amp;x, real &amp;y) const'],['../classGeographicLib_1_1LocalCartesian.html#acb5cdba37d411f0504c65489ff9f376c',1,'GeographicLib::LocalCartesian::Forward(real lat, real lon, real h, real &amp;x, real &amp;y, real &amp;z) const'],['../classGeographicLib_1_1LocalCartesian.html#a7226e79bf8eb998fd66a5ca90a0d12fc',1,'GeographicLib::LocalCartesian::Forward(real lat, real lon, real h, real &amp;x, real &amp;y, real &amp;z, std::vector&lt; real &gt; &amp;M) const'],['../classGeographicLib_1_1MGRS.html#a91de10ebde478dbb85b3c7d057ff97b9',1,'GeographicLib::MGRS::Forward(int zone, bool northp, real x, real y, int prec, std::string &amp;mgrs)'],['../classGeographicLib_1_1MGRS.html#a37f9dd9b12dbc74381116d842be47ccd',1,'GeographicLib::MGRS::Forward(int zone, bool northp, real x, real y, real lat, int prec, std::string &amp;mgrs)'],['../classGeographicLib_1_1OSGB.html#a92618eea9870908e11446875d80aab6b',1,'GeographicLib::OSGB::Forward(real lat, real lon, real &amp;x, real &amp;y, real &amp;gamma, real &amp;k)'],['../classGeographicLib_1_1OSGB.html#a0f705bee98c6669ca7a95394712fd758',1,'GeographicLib::OSGB::Forward(real lat, real lon, real &amp;x, real &amp;y)'],['../classGeographicLib_1_1PolarStereographic.html#ac958cab16437326a4ffaea0e7a10c3aa',1,'GeographicLib::PolarStereographic::Forward(bool northp, real lat, real lon, real &amp;x, real &amp;y, real &amp;gamma, real &amp;k) const'],['../classGeographicLib_1_1PolarStereographic.html#aa2d66422f3c26b7db7522de3fc05b8e8',1,'GeographicLib::PolarStereographic::Forward(bool northp, real lat, real lon, real &amp;x, real &amp;y) const'],['../classGeographicLib_1_1TransverseMercator.html#af9df4fa6a1d1889d27e0cf6b21bf12c9',1,'GeographicLib::TransverseMercator::Forward(real lon0, real lat, real lon, real &amp;x, real &amp;y, real &amp;gamma, real &amp;k) const'],['../classGeographicLib_1_1TransverseMercator.html#ae3b2b689bda7d48999c2a6f1cf3e1be0',1,'GeographicLib::TransverseMercator::Forward(real lon0, real lat, real lon, real &amp;x, real &amp;y) const'],['../classGeographicLib_1_1TransverseMercatorExact.html#a180193489aec05acf993214bf8e6d9c6',1,'GeographicLib::TransverseMercatorExact::Forward(real lon0, real lat, real lon, real &amp;x, real &amp;y, real &amp;gamma, real &amp;k) const'],['../classGeographicLib_1_1TransverseMercatorExact.html#aa39704e36022d52f6ea10ae51e6bdbdf',1,'GeographicLib::TransverseMercatorExact::Forward(real lon0, real lat, real lon, real &amp;x, real &amp;y) const'],['../classGeographicLib_1_1UTMUPS.html#a921d6c23e728e0b17651902d43fb56e8',1,'GeographicLib::UTMUPS::Forward(real lat, real lon, int &amp;zone, bool &amp;northp, real &amp;x, real &amp;y, real &amp;gamma, real &amp;k, int setzone=STANDARD, bool mgrslimits=false)'],['../classGeographicLib_1_1UTMUPS.html#aa21ec1bc26f691e0a6f2ccc44debe6f0',1,'GeographicLib::UTMUPS::Forward(real lat, real lon, int &amp;zone, bool &amp;northp, real &amp;x, real &amp;y, int setzone=STANDARD, bool mgrslimits=false)']]],
  ['fract_34',['fract',['../classGeographicLib_1_1Utility.html#a46b13d9ce2893f7e0fe6e7da093f528f',1,'GeographicLib::Utility']]],
  ['fractionalyear_35',['fractionalyear',['../classGeographicLib_1_1Utility.html#a074607cb34326b7109532c8fdd07e38c',1,'GeographicLib::Utility']]],
  ['from_20paper_20on_20transverse_20mercator_20projection_36',['Figures from paper on transverse Mercator projection',['../transversemercator.html#tmfigures',1,'']]],
  ['fromauxiliary_37',['FromAuxiliary',['../classGeographicLib_1_1AuxLatitude.html#a2ee02bb719817015ac49dd6a9a617f96',1,'GeographicLib::AuxLatitude']]],
  ['full_38',['FULL',['../classGeographicLib_1_1SphericalEngine.html#a5332d09191e018cbddc568c1fc71949fac720ca87adfc478dbfc13a37f0cf8ba9',1,'GeographicLib::SphericalEngine::FULL'],['../classGeographicLib_1_1SphericalHarmonic.html#a889791c67edc32865996842c600104ebaee7040963f955b45b5a8ab0ea325c782',1,'GeographicLib::SphericalHarmonic::FULL'],['../classGeographicLib_1_1SphericalHarmonic1.html#ac4aaa81e0f753894ecef173c4d667916aafd320d946e992459e0013da6b769638',1,'GeographicLib::SphericalHarmonic1::FULL'],['../classGeographicLib_1_1SphericalHarmonic2.html#adbdc59ce4e6f1e4ce0fc7169c760f8bea4b8746ff0805a8a819130794c103e946',1,'GeographicLib::SphericalHarmonic2::FULL']]],
  ['furlong_39',['furlong',['../classGeographicLib_1_1Constants.html#a824d39311cf43f916d4ac19e46da3713',1,'GeographicLib::Constants']]]
];
