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In an axial compressor, location 1 is upstream of the rotor blade andc1 = magnitude of velocity vector, with respect to engine = 122 m/sw 1 = magnitude of velocity vector, with respect to rotor = 222 m/sLocation 2 is downstream of the rotor where:c2 = magnitude of velocity vector, with respect to engine = 235 m/sAlso, assume: cz1 = cz2 as we did in class. The angleα1 = 25 degrees is the angle between vector c 1 and the compressor axisDetermine the work done in kJ, per kilogram of air that passes through the engine.

In an axial compressor, location 1 is upstream of the rotor blade andc1 = magnitude of velocity vector, with respect to engine = 122 m/sw 1 = magnitude of velocity vector, with respect to rotor = 222 m/sLocation 2 is downstream of the rotor where:c2 = magnitude of velocity vector, with respect to engine = 235 m/sAlso, assume: cz1 = cz2 as we did in class. The angleα1 = 25 degrees is the angle between vector c 1 and the compressor axisDetermine the work done in kJ, per kilogram of air that passes through the engine.

Elements Of Electromagnetics
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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In an axial compressor, location 1 is upstream of the rotor blade and
c1 = magnitude of velocity vector, with respect to engine = 122 m/s
w 1 = magnitude of velocity vector, with respect to rotor = 222 m/s
Location 2 is downstream of the rotor where:
c2 = magnitude of velocity vector, with respect to engine = 235 m/s
Also, assume: cz1 = cz2 as we did in class. The angle
α1 = 25 degrees is the angle between vector c 1 and the compressor axis
Determine the work done in kJ, per kilogram of air that passes through the engine.

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