sasktran2.Geodetic#
- class sasktran2.Geodetic(radius: float, flattening: float)[source]#
Bases:
objectA geodetic object that can be used to represent a location on the surface of the Earth. The geodetic object is based on the WGS84 ellipsoid.
- Parameters:
- __init__(radius: float, flattening: float)[source]#
A geodetic object that can be used to represent a location on the surface of the Earth. The geodetic object is based on the WGS84 ellipsoid.
Methods
__init__(radius, flattening)A geodetic object that can be used to represent a location on the surface of the Earth.
altitude_intercepts(altitude, observer, ...)Calculate the two intersections of a line of sight and an altitude.
from_lat_lon_alt(latitude, longitude, altitude)Initializes the Geodetic based on a specifiec latitude, longitude, and altitude.
from_tangent_altitude(altitude, observer, ...)Initialized the Geodetic from a specified tangent altitude, obsever location, and bore sight plane.
from_tangent_point(observer, look_vector)Initializes the Geodetic by calculating the tangent point from an observer position and look vector
from_xyz(location)Initializes the Geodetic from a geocentric location
Returns the osculating spheroid at the current location.
Attributes
returns: Altitude in [m] above the surface of the ellipsoid.
returns: Geodetic latitude in degrees :rtype: float
returns: A unit vector pointing in the local south direction :rtype: np.ndarray
returns: A unit vector pointing up (perpindicular to the ellipsoidal surface) :rtype: np.ndarray
returns: A unit vector pointing in the local west direction :rtype: np.ndarray
returns: Geocentric location in cartesian coordinates :rtype: np.ndarray
returns: Geodetic longitude in degrees :rtype: float
returns: True if the geodetic object has been initialized, False otherwise.
- property altitude: float#
returns: Altitude in [m] above the surface of the ellipsoid. :rtype: float
- altitude_intercepts(altitude: float, observer: np.ndarray, look_vector: np.ndarray)[source]#
Calculate the two intersections of a line of sight and an altitude.
- Parameters:
altitude (float) – Altitude in meters.
observer (np.ndarray) – Three element array containing the obsever position in geocentric coordinates.
look_vector (np.ndarray) – Three element array containing a normalized look vector.
- Returns:
np.ndarray – Three element array containing the first (entering) intercept in geocentric coordinates.
np.ndarray – Three element array containing the second (exiting) intercept in geocentric coordinates.
Examples
>>> import sasktran2 as sk >>> import numpy as np >>> geodetic = sk.WGS84() >>> look = geodetic.from_tangent_altitude(15322, [3.676013154788849600e+005, 1.009976313640051500e+006, -6.871601202127538600e+006], [0, 0, 1]) >>> obs = geodetic.location >>> intercept1, intercept2 = geodetic.altitude_intercepts(16000, obs, look) >>> print(np.array_str(intercept1, precision=3)) [ 1147302.059 3152186.5 -5425360.027] >>> print(np.array_str(intercept2, precision=3)) [ 1201098.489 3299990.978 -5325574.803]
- from_lat_lon_alt(latitude: float, longitude: float, altitude: float)[source]#
Initializes the Geodetic based on a specifiec latitude, longitude, and altitude.
- Parameters:
Examples
>>> import sasktran2 as sk >>> geodetic = sk.WGS84() >>> geodetic.from_lat_lon_alt(latitude=-15, longitude=-20, altitude=7342) >>> print(geodetic) WGS84 Location: Latitude: -15.0, Longitude: 340.0, Altitude: 7342.0
- from_tangent_altitude(altitude: float, observer: ndarray, boresight: ndarray) ndarray[source]#
Initialized the Geodetic from a specified tangent altitude, obsever location, and bore sight plane.
- Parameters:
altitude (float) – Tangent altitude in meters
observer (np.ndarray) – Three element array containing the obsever position in geocentric coordinates
boresight (np.ndarray) – Three element array containing a normalized look vector that is within the bore sight plane.
- Returns:
Three element array containing the normalized look vector to the tangent point.
- Return type:
np.ndarray
Examples
>>> import sasktran2 as sk >>> geodetic = sk.WGS84() >>> look = geodetic.from_tangent_altitude(15322, [ 3.676013154788849600e+005, 1.009976313640051500e+006, -6.871601202127538600e+006], [0, 0, 1]) >>> print(look) [0.28880556 0.79348676 0.53569591] >>> print(geodetic) WGS84 Location: Latitude: -57.60888188776806, Longitude: 70.00000000000001, Altitude: 15321.971935882739
- from_tangent_point(observer, look_vector)[source]#
Initializes the Geodetic by calculating the tangent point from an observer position and look vector
- Parameters:
observer (np.ndarray) – Three element array containing the observer position in geocentric coordinates
look_vector (np.ndarray) – Three element array containing a normalized look vector
Examples
>>> import sasktran2 as sk >>> geodetic = sk.WGS84() >>> geodetic.from_tangent_point([ 3.676013154788849600e+005, 1.009976313640051500e+006, -6.871601202127538600e+006], [ 2.884568631765662100e-001, 7.925287180643269000e-001, 5.372996083468238900e-001]) >>> print(geodetic) WGS84 Location: Latitude: -57.500000192733594, Longitude: 70.0, Altitude: 10002.99586173162
- from_xyz(location: ndarray)[source]#
Initializes the Geodetic from a geocentric location
- Parameters:
location (np.ndarray) – Three element vector containing a location in geocentric coordinates
Examples
>>> import sasktran2 as sk >>> geodetic = sk.WGS84() >>> geodetic.from_xyz([ 5797230.47518212, -2110019.3341472, -1642001.16317228]) >>> print(geodetic) WGS84 Location: Latitude: -14.999999973747736, Longitude: 340.00000000000006, Altitude: 7344.999610390202
- property local_south: ndarray#
returns: A unit vector pointing in the local south direction :rtype: np.ndarray
- property local_up: ndarray#
returns: A unit vector pointing up (perpindicular to the ellipsoidal surface) :rtype: np.ndarray
- property local_west: ndarray#
returns: A unit vector pointing in the local west direction :rtype: np.ndarray
- property location: ndarray#
returns: Geocentric location in cartesian coordinates :rtype: np.ndarray
- osculating_spheroid() tuple[float, ndarray][source]#
Returns the osculating spheroid at the current location.
The osculating spheroid is the best fit sphere to the geoid at the current location.
- Returns:
float – The radius of the osculating spheroid in meters.
np.ndarray – A three element array containing the offset of the center of the geoid to the center of the osculating spheroid in geocentric coordinates.