please wirte the code completely thank you so much

[answerhappygod]

please wirte the code completely
thank you so much

Please Wirte The Code Completely Thank You So Much 1 (77.51 KiB) Viewed 46 times

4 N noe Problem: Create an elevation diagram for the star betelgeuse. Create an elevation (h) diagram for the star Betelgeuse like the one shown below. The plot maps the value of the elevation (h) as a function of the local sideral time (LST). Don't worry about the UT or any other time, just use an arbitrary LST to show how the elevation changes as a function of time. Here are some approximate instructions: a) Create an array of LST (or 0 in the formulas below) ranging from 0 to 24h. Use that array to create an array of hour angles (coordinate H) for Betelgeuse by subtracting the right ascension of the star (a). b) Use the first equation of the Equatorial-to-Horizontal coordinate transformation to obtain an array of elevation (h) values based on the hour angle (H) array and the constant values of the declination of the star (6), and the latitude of Stockton (4). c) Plot the resulting elevation (h) array versus the initial LST array. Note that you can get negative values of h, which indicate that the star is below the horizon (not visible) d) (BONUS points) Can you repeat this plot but doing elevation (h) vs. the local time in Stockton?. Remember how we used the RA of the Sun in late February to make the connection between LST and local time. La ME Absolute Coordinates of Betelgeuse a = 5h 55m 108 8 = 7° 24' 25" Latitude/Longitude of Stockton = 37.9577(N) A = 238.7092(E) H=0-a sin (h) = sin(6) sin(o) + cos(6) cos(p) cos(H) - 70² purvas 60 50 the Altitude kat 30° 20 10 100 1 2 3 4 5 6 7 8 9 10 11 12 13 14 15 Universal Time, starting night 21 01 2018 2018/01/21 ct 23.33.04 UT. Grip of Te Le Pains