Provided by: geographiclib-tools_1.8-2_amd64 bug


       GeoConvert -- convert geographic coordinates


       GeoConvert [ -g | -d | -u | -m | -c ] [ -p prec ] [ -z zone | -s | -t ] [ -n ] [ --version
       | -h | --help ]


       GeoConvert reads from standard input interpreting each line as a geographic coordinate and
       prints the coordinate in the format specified by the options on standard output.  The
       input is interpreted in one of three different ways depending on how many space or comma
       delimited tokens there are on the line.  The options -g, -d, -u, and -m govern the format
       of output.  In all cases, the WGS84 model of the earth is used (a = 6378137m, f =

           2 tokens (output options -g or -d) given as latitude longitude using decimal degrees
           or degrees minutes seconds.  d, ', and " are used to denote degrees, minutes, and
           seconds, with the least significant designator optional.  Latitude is given first;
           however, on input, either may be given first by appending or prepending N or S to the
           latitude and E or W to the longitude.  For example, the following are all equivalent

               33.3 44.4
               E44.4 N33.3
               33d18'N 44d24'E
               44d24 33d18N

           3 tokens (output option -u) given as zone+hemisphere easting northing or easting
           northing zone+hemisphere, where hemisphere is either N or S.  The zone is absent for a
           UPS specification.  For example,

               38N 444140.54 3684706.36
               444140.54 3684706.36 38N
               S 2173854.98 2985980.58
               2173854.98 2985980.58 S

           1 token (output option -m) is used to specify the center of an MGRS grid square.  For



       -g  output latitude and longitude using decimal degrees.  Default output mode.

       -d  output latitude and longitude using degrees, minutes, and seconds (DMS).

       -u  output UTM or UPS.

       -m  output MGRS.

       -c  output meridian convergence and scale for the corresponding UTM or UPS projection.
           Convergence is the bearing of grid north given as degrees clockwise from true north.

       -p  set the precision to prec (default 0); prec is the precision relative to 1m.  See

       -z  set the zone to zone for output.  Use either 0 < zone <= 60 for a UTM zone or zone = 0
           for UPS.  Alternatively use a zone+hemisphere designation (hemisphere is ignored),
           e.g., 38N.  See ZONE.

       -s  use the standard UPS and UTM zones.

       -t  similar to -s but forces UPS regions to the closest UTM zone.

       -n  on input, MGRS coordinates refer to the south-west corner of the MGRS square instead
           of the center; see MGRS.

           print version.

       -h  print usage.

           print full documentation.


       prec gives precision of the output with prec = 0 giving 1m precision, prec = 3 giving 1mm
       precision, etc.  prec is the number of digits after the decimal point for UTM/UPS.  The
       number of digits per coordinate for MGRS is 5 + prec.  For decimal degrees, the number of
       digits after the decimal point is 5 + prec.  For DMS (degree, minute, seconds) output, the
       number of digits after the decimal point in the seconds components is 1 + prec; if this is
       negative then use minutes (prec = -2 or -3) or degrees (prec <= -4) as the least
       significant component.  Print convergence, resp. scale, with 5 + prec, resp. 7 + prec,
       digits after the decimal point.  The minimum value of prec is -5 and the maximum is 9 for
       UTM/UPS, 9 for decimal degrees, 10 for DMS, 6 for MGRS, and 8 for convergence and scale.


       MGRS coordinates represent a square patch of the earth, thus "38SMB4488" is in zone "38N"
       with 444km <= easting < 445km and 3688km <= northing < 3689km.  Consistent with this
       representation, coordinates are truncated (instead of rounded) to the requested precision.
       Similiarly, on input an MGRS coordinate represents the center of the square ("38N 444500
       3688500" in the example above).  However, if the -n option is given then the south-west
       corner of the square is returned instead ("38N 444000 3688000" in the example above).


       If the input is geographic, GeoConvert uses the standard rules of selecting UTM vs UPS and
       for assigning the UTM zone (with the Norway and Svalbard exceptions).  If the input is
       UTM/UPS, or MGRS, then the choice beteen UTM and UPS and the UTM zone mirrors the input.
       The -z zone, -s, -t options allow these rules to be overridden with zone = 0 being used to
       indicate UPS.  For example, the point

          79.9S 6.1E

       corresponds to possible MGRS coordinates

          32CMS4324728161 (standard UTM zone = 32)
          31CEM6066227959 (neighboring UTM zone = 31)
            BBZ1945517770 (neighboring UPS zone)


          echo 79.9S 6.1E      | GeoConvert -p -3 -m       => 32CMS4328
          echo 31CEM6066227959 | GeoConvert -p -3 -m       => 31CEM6027
          echo 31CEM6066227959 | GeoConvert -p -3 -m -s    => 32CMS4328
          echo 31CEM6066227959 | GeoConvert -p -3 -m -z 0  =>   BBZ1917

       NOTE: the letter in the zone specification for UTM is a hemisphere designator N or S and
       not an MGRS latitude band letter.  Convert the MGRS latitude band letter to a hemisphere
       as follows: replace C thru M by S; replace N thru X by N.


          echo 38SMB4488 | GeoConvert         => 33.33424 44.40363
          echo 38SMB4488 | GeoConvert -d -p 1 => 33d20'03.25"N 044d24'13.06"E
          echo 38SMB4488 | GeoConvert -u      => 38N 444500 3688500
          echo E44d24 N33d20 | GeoConvert -m -p -3 => 38SMB4488


       An illegal line of input will print an error message to standard output beginning with
       "ERROR:" and causes GeoConvert to return an exit code of 1.  However, an error does not
       cause GeoConvert to terminate; following lines will be converted.


       UTM Universal Transverse Mercator,

       UPS Univeral Polar Stereographic,

           Military Grid Reference System,

           World Geodetic System 1984, <>.


       GeoConvert is a part of GeographicLib, <>.  The algorithms for
       the transverse Mercator projection are described in C. F. F. Karney, Transverse Mercator
       with an accuracy of a few nanometers, J. Geod (2011); DOI
       <>; preprint <>.


       GeoConvert was written by Charles Karney.