A rocket is traveling horizontally over the surface of Mars as indicated in the figure to the right, moving at a speed VR = 100 m/s relative to the surface. The exhaust gas being expelled from the rocket is traveling at a speed of VG/R = 30 m/s, relative to the rocket. VR VG/R (a) Determine the velocity (speed and direction) of the exhaust gas relative to the ground (i.e., the absolute velocity of the exhaust) at this instant. (b) If the exhaust gas temperature is TG = 3500 K, and the exhaust nozzle area is A = 2 m², determine the mass flow rate of gas exiting the rocket. Assume a Mars atmospheric pressure Patm,Mars = 600 Pa, and a gas constant RMars = 188 J/(kg k).
A rocket is traveling horizontally over the surface of Mars as indicated in the figure to the right, moving at a speed VR = 100 m/s relative to the surface. The exhaust gas being expelled from the rocket is traveling at a speed of VG/R = 30 m/s, relative to the rocket. VR VG/R (a) Determine the velocity (speed and direction) of the exhaust gas relative to the ground (i.e., the absolute velocity of the exhaust) at this instant. (b) If the exhaust gas temperature is TG = 3500 K, and the exhaust nozzle area is A = 2 m², determine the mass flow rate of gas exiting the rocket. Assume a Mars atmospheric pressure Patm,Mars = 600 Pa, and a gas constant RMars = 188 J/(kg k).
Elements Of Electromagnetics
7th Edition
ISBN:9780190698614
Author:Sadiku, Matthew N. O.
Publisher:Sadiku, Matthew N. O.
ChapterMA: Math Assessment
Section: Chapter Questions
Problem 1.1MA
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Transcribed Image Text:A rocket is traveling horizontally over the
surface of Mars as indicated in the figure to the
right, moving at a speed VR = 100 m/s relative
to the surface. The exhaust gas being expelled
from the rocket is traveling at a speed of VG/R =
30 m/s, relative to the rocket.
VR
VG/R
(a) Determine the velocity (speed and direction) of the exhaust gas relative to the ground
(i.e., the absolute velocity of the exhaust) at this instant.
(b) If the exhaust gas temperature is TG = 3500 K, and the exhaust nozzle area is A = 2 m²,
determine the mass flow rate of gas exiting the rocket. Assume a Mars atmospheric
pressure Patm,Mars = 600 Pa, and a gas constant RMars = 188 J/(kg k).
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