4. A converging-diverging nozzle is designed for Mach Number, M = 2.0 at the exit. Air is supplied at 900 500 K. Use Table A-32, and k-1.4 with R=0.287 kJ/kgK. You're asked by the division Vice President a place of employment (oddly enough, even though you don't work in aerospace) to figure out the exit s the air to resolve some noise abatement complaints by neighbors at the local airport. To show you know the concept of converging-diverging nozzles, what is the throat temperature (K)? What is the throat velocity (m/s)? Now calculate the exit parameters, starting with the exit pressure (kPa). What is the exit pressure? What is the exit temperature (K)? Finally, what is the exit speed (m/s)?

Elements Of Electromagnetics
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4. A converging-diverging nozzle is designed for Mach Number, M = 2.0 at the exit. Air is supplied at 900 kPa and
500 K. Use Table A-32, and k-1.4 with R=0.287 kJ/kgK. You're asked by the division Vice President at your
place of employment (oddly enough, even though you don't work in aerospace) to figure out the exit speed of
the air to resolve some noise abatement complaints by neighbors at the local airport.
a) To show you know the concept of converging-diverging nozzles, what is the throat temperature (K)?
b) What is the throat velocity (m/s)?
c) Now calculate the exit parameters, starting with the exit pressure (kPa). What is the exit pressure?
d) What is the exit temperature (K)?
e) Finally, what is the exit speed (m/s)?
Transcribed Image Text:4. A converging-diverging nozzle is designed for Mach Number, M = 2.0 at the exit. Air is supplied at 900 kPa and 500 K. Use Table A-32, and k-1.4 with R=0.287 kJ/kgK. You're asked by the division Vice President at your place of employment (oddly enough, even though you don't work in aerospace) to figure out the exit speed of the air to resolve some noise abatement complaints by neighbors at the local airport. a) To show you know the concept of converging-diverging nozzles, what is the throat temperature (K)? b) What is the throat velocity (m/s)? c) Now calculate the exit parameters, starting with the exit pressure (kPa). What is the exit pressure? d) What is the exit temperature (K)? e) Finally, what is the exit speed (m/s)?
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