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Study material for Introduzione all'analisi di Missioni Spaziali, shared by the Studwiz community and reviewed by moderators.

Introduzione all'analisi di Missioni SpazialiComplete set

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Introduzione all’analisi di missioni spazialiesercizi Esercitazione 1 3 µ = 398.600,433Km 52 Rt= 6378km ° ORBITAGEOSTAZIONARIA: T= 24h (ORBITACIRCOLAREEQUATORIALE) ° 2'KEPLERO: T= 2T a> a= , TZU= 42' 241KM = P= t ⊥ 4ITL . h= t- rt = 35 ' 861KM E= 1 ✓2- 1 { 2 t v = zur 1 - 1 = M = 3,07knls E= - vu t za t za RT 0 tcos) = Rt )= arccos Rt = 81,3t t Rt= 6378 km ° Zp= 300 km za = 2000 km tp= 6678 km ta= 8378Km e a= tat tp = 7528km 2 . E = ta- tp = 0,1129 l'atto . p= a11- EZ)= 7432 km . T= 2T 23= 6500,35 ^ . vp= ~ 11te )= 8,13knls va= 1 11- e)= 6,52knls p p 2= 10 " 000 KM E = 0, 1129 . p= a11- CZ)= 9872, 5 km . rp = P = 8871 km tra= P = 11.129KM 1te 1- e . T= 2A 23= 99525 → . vp= 1 (1te )= 7,07 1 knls va= 1 (1- e)= 5,637knls p p 1-p= 6678Km a= 20.000km tp= p 1 te . ( pp= aii.e) e = µ. rp = o.gg, p= a.11- CZ) a ° p= a(1- CZ)= 11 ' 126,2km - . -

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