View Source SpaceDust.Bodies.Earth (Space Dust v0.3.0)
Summary
Functions
earth equatorial radius in meters
earth flattening (unitless)
earth J2 coefficient (unitless)
earth J3 coefficient (unitless)
earth J4 coefficient (unitless)
earth J5 coefficient (unitless)
earth J6 coefficient (unitless)
earth mean radius in meters
earth gravitational parameter in m^3/s^2
Calculate the IAU 1980 nutation angles for the earth, in radians.
Polar motion angles at an epoch, as {xp, yp} in radians.
earth polar radius in meters
Calculate the IAU 1976 precession angles for the earth, in radians.
earth sidereal rotation period in seconds
earth sidereal rotation rate in rad/s
Functions
earth equatorial radius in meters
earth flattening (unitless)
earth J2 coefficient (unitless)
earth J3 coefficient (unitless)
earth J4 coefficient (unitless)
earth J5 coefficient (unitless)
earth J6 coefficient (unitless)
earth mean radius in meters
earth gravitational parameter in m^3/s^2
Calculate the IAU 1980 nutation angles for the earth, in radians.
coeffs is how many terms of the 106-term series to sum, longest-period
first; the default is all of them. Truncating to the leading 4 costs about
0.14 arcseconds, which is larger than everything else in this chain.
@spec polarMotion(DateTime.t()) :: {float(), float()}
Polar motion angles at an epoch, as {xp, yp} in radians.
These orient the true celestial pole against the ITRF pole and are the W
in the W * R * N * P chain from J2000 to Earth-fixed. They are tabulated by
the IERS in arcseconds and are worth up to about 15 m at the Earth's surface.
Returns {0.0, 0.0} when no EOP record covers the epoch, which degrades the
Earth-fixed frame to the true-of-date pole rather than failing.
earth polar radius in meters
Calculate the IAU 1976 precession angles for the earth, in radians.
The angles are defined on Julian centuries of Terrestrial Time since J2000.0, not UTC.
earth sidereal rotation period in seconds
earth sidereal rotation rate in rad/s