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    • https://phys.libretexts.org/Bookshelves/Astronomy__Cosmology/Celestial_Mechanics_(Tatum)/13%3A_Calculation_of_Orbital_Elements/13.05%3A_Coordinates
      The spherical coordinates in this system are the heliocentric distance \(r\), the ecliptic longitude \(λ\), and the ecliptic latitude \(β\), such that \(X = r \cos β \cos λ\), \(Y = r \cos β \sin λ\) ...The spherical coordinates in this system are the heliocentric distance \(r\), the ecliptic longitude \(λ\), and the ecliptic latitude \(β\), such that \(X = r \cos β \cos λ\), \(Y = r \cos β \sin λ\) and \(Z = r \sin β\). Heliocentric equatorial coordinates. \(\odot ξηζ\) with the \(\odot ξ\) axis directed towards the First Point of Aries and therefore coincident with the \(\odot X\) axis . The angle between the \(\odot Z\) axis and the \(\odot ζ\) axis is \(ε\), the obliquity of the ecliptic.

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