- Function File:
e, n, u =ecef2enuv(u, v, w, lat, lon)¶ - Function File:
e, n, u =ecef2enuv(u, v, w, lat, lon, angleUnit)¶ Convert vector projection UVW (ECEF coordinate frame) to local ENU (East, North, Up) coordinates.
Inputs:
- ## u, v, w:
vector components in ECEF coordinate frame (length). All these inputs must have the same dimensions (scalar, vector or nD array).
- lat, lon:
geodetic latitude and longitude (angle, default = degrees). If non-scalar the dimensions should match those of the first three inputs.
- angleUnit:
string for angular units (’degrees’ or ’radians’, case-insensitive, just the first character will do). Default is ’degrees’.
Outputs:
- e, n, u:
East, North, Up cartesian coordinates in same length units (and dimensions) as first three inputs.
Examples:
[e, n, u] = ecef2enuv (200, 300, 1000, 45, -45) e = 353.55 n = 757.11 u = 657.11
With radians
[e, n, u] = ecef2enuv (200, 300, 1000, pi/4, -pi/4, "r") e = 353.55 n = 757.11 u = 657.11
See also: enu2ecefv, ecef2enu, ecef2geodetic, ecef2ned, ecef2enu, referenceEllipsoid.
Package: mapping