Sun¶
The satkit.sun module provides functions for computing the sun's position
and related quantities such as sunrise/sunset times and satellite shadow status. The Sun position is Vallado (2013) Algorithm 29 (§5.1.1, accurate to ~0.01° over 1950–2050), sunrise/sunset is Algorithm 30 (§5.3.1), and the shadow function is the conical umbra/penumbra model of Montenbruck & Gill (2000), §3.4.2.
sun
¶
Astrodynamic calculations related to the sun
rise_set(time, coord, sigma=90.0 + 50.0 / 60.0)
¶
Sunrise and sunset times on the day given by input time and at the given location.
Time is a "date" at location, and should have hours, minutes, and seconds set to zero
Vallado Algorithm 30
Parameters:
| Name | Type | Description | Default |
|---|---|---|---|
time
|
time
|
date for which to compute sunrise & sunset |
required |
coord
|
itrfcoord
|
location for which to compute sunrise & sunset |
required |
sigma
|
float
|
angle in degrees between noon & rise/set. Common Values: "Standard": 90 deg, 50 arcmin (90.0+50.0/60.0) "Civil Twilight": 96 deg "Nautical Twilight": 102 deg "Astronomical Twilight": 108 deg If not passed in, "Standard" is used (90.0 + 50.0/60.0) |
90.0 + 50.0 / 60.0
|
Returns:
| Type | Description |
|---|---|
tuple[time, time]
|
tuple[satkit.time, satkit.time]: (sunrise, sunset) |
shadowfunc(sunpos, satpos)
¶
Is satellite in Earth shadow given sun position
Parameters:
| Name | Type | Description | Default |
|---|---|---|---|
sunpos
|
NDArray[float64]
|
geocentric Sun position, meters |
required |
satpos
|
NDArray[float64]
|
geocentric satellite position, meters |
required |
Notes
- See algorithm in Section 3.4.2 of Montenbruck and Gill for calculation
Returns:
| Name | Type | Description |
|---|---|---|
float |
float
|
number in range [0,1] indicating no sun or full sun (no occlusion) hitting satellite |