Textbook on Mathematical Astronomy

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A recommended textbook for mathematical astronomy is Meeus' "Astronomical Algorithms," which details the mathematics of planetary positions and coordinate transformations. It covers elliptical quantities such as semi-major axis, eccentricity, and inclination, and explains how to convert these to right ascension and declination. However, for topics like planetary chemistry and spectral analysis, a supplementary textbook is necessary, as Meeus does not address these areas. The book is praised for its comprehensive approach to mathematical concepts in astronomy. It serves as a valuable resource for those looking to deepen their understanding of celestial mechanics.
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Does anyone know a good textbook on Astronomy?

Containing the elliptical quantities:

a,e,i,w,N,LP,ML,MA,EA,r and v

and how to convert these quantities to:

RA, DEC, Azi and Elev

plus more info about the planets and the stars.
 
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Meeus' "Astronomical Algorithms" has all you'd want to know and more.
 
I'd like to expand on my previous reply

The Meeus book goes into the mathematics of planetary positions and transformation of coordinates between the ecliptic and equatorial systems (and galactic at one point) in detail, along with many, many other topics of a mathematical nature. It is a great resource.

You would need a second textbook if your interests include things like planetary chemistry, spectral analysis, physical properties of planets and moons etc. Meeus doesn't cover any of this.
 
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