Package pygeodesy :: Module trf |
[frames] | no frames]

# Module trf

Terrestrial Reference Frame (TRF) class RefFrame and registry thereof RefFrames.

Transcribed from Chris Veness' (C) 2006-2019 JavaScript originals latlon-ellipsoidal-referenceframe.js and latlon-ellipsoidal-referenceframe-txparams.js.

Modern geodetic reference frames: a latitude/longitude point defines a geographic location on, above or below the earth’s surface, measured in degrees from the equator and the International Reference Meridian (IRM) and metres above the ellipsoid within a given Terrestrial Reference Frame at a given epoch.

This is scratching the surface of complexities involved in high precision geodesy, but may be of interest and/or value to those with less demanding requirements. More information here and here.

Note that ITRF solutions do not directly use an ellipsoid, but are specified by Cartesian coordinates. The GRS80 ellipsoid is recommended for transformations to geographical coordinates.

Note WGS84(G730/G873/G1150) are coincident with ITRF at 10-centimetre level, see also here. WGS84(G1674) and ITRF20014 / ITRF2008 ‘are likely to agree at the centimeter level’, see also QPS/QINSy.

Version: 19.06.29

Classes
| RefFrameError Reference frame or conversion issue.
| RefFrame Terrestrial Reference Frame (TRF).

Functions
date2epoch(year, month, day) Return the reference frame `epoch` for a calendar day. |

Variables
| __all__ = `_ALL_LAZY.trf`
| RefFrames = `RefFrames.ETRF2000: RefFrame(name='ETRF2000', epoc`...`` Registered reference frames.
| RefFrames.ETRF2000 RefFrame(name='ETRF2000', epoch=2005.0, ellipsoid=Ellipsoid(name='GRS80')
| RefFrames.GDA94 RefFrame(name='GDA94', epoch=1994.0, ellipsoid=Ellipsoid(name='GRS80')
| RefFrames.ITRF2000 RefFrame(name='ITRF2000', epoch=1997.0, ellipsoid=Ellipsoid(name='GRS80')
| RefFrames.ITRF2005 RefFrame(name='ITRF2005', epoch=2000.0, ellipsoid=Ellipsoid(name='GRS80')
| RefFrames.ITRF2008 RefFrame(name='ITRF2008', epoch=2005.0, ellipsoid=Ellipsoid(name='GRS80')
| RefFrames.ITRF2014 RefFrame(name='ITRF2014', epoch=2010.0, ellipsoid=Ellipsoid(name='GRS80')
| RefFrames.ITRF91 RefFrame(name='ITRF91', epoch=1988.0, ellipsoid=Ellipsoid(name='GRS80')
| RefFrames.ITRF93 RefFrame(name='ITRF93', epoch=1988.0, ellipsoid=Ellipsoid(name='GRS80')
| RefFrames.NAD83 RefFrame(name='NAD83', epoch=1997.0, ellipsoid=Ellipsoid(name='GRS80')
| RefFrames.WGS84g1150 RefFrame(name='WGS84g1150', epoch=2001.0, ellipsoid=Ellipsoid(name='WGS84')
| RefFrames.WGS84g1674 RefFrame(name='WGS84g1674', epoch=2005.0, ellipsoid=Ellipsoid(name='WGS84')
| RefFrames.WGS84g1762 RefFrame(name='WGS84g1762', epoch=2005.0, ellipsoid=Ellipsoid(name='WGS84')

Function Details

### date2epoch(year, month, day) |
Return the reference frame `epoch` for a calendar day. Parameters: `year` - Year of the date (`scalar`). `month` - Month in the `year` (`scalar`, 1..12). `day` - Day in the `month` (`scalar`, 1..31). Returns: Epoch, the fractional year (`float`). Raises: `ValueError` - Invalid `year`, `month` or `day`. Note: Any `year` is considered a leap year, i.e. having 29 days in February.

Variables Details

  ### RefFrames Registered reference frames. Value:
      RefFrames.ETRF2000: RefFrame(name='ETRF2000', epoch=2005.0, ellipsoid=
      Ellipsoid(name='GRS80'),
      RefFrames.GDA94: RefFrame(name='GDA94', epoch=1994.0, ellipsoid=Ellips
      oid(name='GRS80'),
      RefFrames.ITRF2000: RefFrame(name='ITRF2000', epoch=1997.0, ellipsoid=
      Ellipsoid(name='GRS80'),
      RefFrames.ITRF2005: RefFrame(name='ITRF2005', epoch=2000.0, ellipsoid=
      Ellipsoid(name='GRS80'),
      ...