In a modern jet engine, air passes through the following states from the inlet to the outlet, as shown in Figure 1: (a) Pressure (kPa) Temperature (K) (b) (c) State State 1 80 State 2 State 3 State 4 State 5 80 3300 3200 400 For this problem, you may neglect any heat transfer, as well as neglect kinetic energy except at the outlet (state 5). Use the tables for obtaining properties (do not assume constant specific heat). Assume air is an ideal gas with ideal gas constant of R = 0.287 kJ/kg-K. 260 780 1500 900 640 Use the appropriate conservation equations and make approximations (and justify them) to find the compressor specific work. In a similar manner, find the turbine specific work. And finally, using similar arguments, find the nozzle exit velocity.

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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a
(a)
Air
in
(b)
(c)
Diffuser
Compressor
Combustors
2
State
State 1 80
State 2
3300
State 3 3200
State 4
400
State 5
80
wwww
Pressure (kPa)
3
Turbine
4
Figure 1: Figure for Problem 2.
In a modern jet engine, air passes through the following states from the inlet to the outlet,
as shown in Figure 1:
Product
gases out
260
780
1500
900
640
K
5
>
Nozzle
justify them) to find the compressor specific work.
Temperature (K)
For this problem, you may neglect any heat transfer, as well as neglect kinetic energy except
at the outlet (state 5). Use the tables for obtaining properties (do not assume constant
specific heat). Assume air is an ideal gas with ideal gas constant of R = 0.287 kJ/kg-K.
Use the appropriate conservation equations and make approximations (and
In a similar manner, find the turbine specific work.
And finally, using similar arguments, find the nozzle exit velocity.
Transcribed Image Text:a (a) Air in (b) (c) Diffuser Compressor Combustors 2 State State 1 80 State 2 3300 State 3 3200 State 4 400 State 5 80 wwww Pressure (kPa) 3 Turbine 4 Figure 1: Figure for Problem 2. In a modern jet engine, air passes through the following states from the inlet to the outlet, as shown in Figure 1: Product gases out 260 780 1500 900 640 K 5 > Nozzle justify them) to find the compressor specific work. Temperature (K) For this problem, you may neglect any heat transfer, as well as neglect kinetic energy except at the outlet (state 5). Use the tables for obtaining properties (do not assume constant specific heat). Assume air is an ideal gas with ideal gas constant of R = 0.287 kJ/kg-K. Use the appropriate conservation equations and make approximations (and In a similar manner, find the turbine specific work. And finally, using similar arguments, find the nozzle exit velocity.
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