Package pyrdnap :: Module rd0

Module rd0

(INTERNAL) RijksDriehoeksmeting _RD and reference _RD0 constants and classes RDNAP7Tuple and LqRD.

Version: 26.06.06

Classes
	Similarity Similarity transformation.
	Bounds4Tuple 4-Tuple `(latS, lonW, latN, lonE)` with the bounds' lower-left `(LatS, LowW)` and upper-right `(latN, lonE)` corner lat- and longitudes.
	LatLon2Tuple 2-Tuple `(lat, lon)` in `degrees90` and `degrees180`.
	PhiLam2Tuple 2-Tuple `(phi, lam)` with latitude `phi` in `radians[PI_2]` and longitude `lam` in `radians[PI]`.
	Vector2Tuple 2-Tuple `(x, y)` of (geocentric) components, each in `meter` or the same `units`.
	Vector3Tuple 3-Tuple `(x, y, z)` of (geocentric) components, all in `meter` or the same `units`.
	RDNAP7Tuple 7-Tuple `(RDx, RDy, NAPh, lat, lon, height, datum)` with local `RDx`, `RDy` and `NAPh` quasi-geoid_height, geodetic `lat`, `lon`, `height` and `datum` with `lat` and `lon` in `degrees` and with `RDx`, `RDy`, `NAPh` and `height` in `meter`, conventionally.
	LqRD Like pygeodesy.LqRD but with methods `forward` and `reverse` returning an RDNAP7Tuple with `NAPh` replaced by local `z`, the perpendicular distance to the local tangent plane (LTP).

Variables
	Datums = `Datums.Sphere: Datum(name='Sphere', ellipsoid=Ellipso...`

Variables Details

Datums

Value:

Datums.Sphere: Datum(name='Sphere', ellipsoid=Ellipsoids.Sphere, trans
form=Transforms.WGS84),
Datums.NAD83: Datum(name='NAD83', ellipsoid=Ellipsoids.GRS80, transfor
m=Transforms.NAD83),
Datums.OSGB36: Datum(name='OSGB36', ellipsoid=Ellipsoids.Airy1830, tra
nsform=Transforms.OSGB36),
Datums.WGS84: Datum(name='WGS84', ellipsoid=Ellipsoids.WGS84, transfor
m=Transforms.WGS84),
...