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Assume that coming into a pipe there exists a Mach 0.5 flow at 101325 Pa of pressure and 300 K temperature, gamma 1.4. If it first passes through a frictionless pipe with heat addition, and then passes through an adiabatic pipe with friction in such a fashion that it always results in an exit flow at M = 1. Determine all combinations of heat addition 1, and pipe length L, for a friction factor 0.004 which can achieve this result. Use matlab to Plot your result as a graph of L as a function of q

Assume that coming into a pipe there exists a Mach 0.5 flow at 101325 Pa of pressure and 300 K temperature, gamma 1.4. If it first passes through a frictionless pipe with heat addition, and then passes through an adiabatic pipe with friction in such a fashion that it always results in an exit flow at M = 1. Determine all combinations of heat addition 1, and pipe length L, for a friction factor 0.004 which can achieve this result. Use matlab to Plot your result as a graph of L as a function of q

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
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Assume that coming into a pipe there exists a Mach 0.5 flow at 101325 Pa of pressure and 300 K temperature, gamma 1.4. If it first passes through a frictionless pipe with heat addition, and then passes through an adiabatic pipe with friction in such a fashion that it always results in an exit flow at M = 1. Determine all combinations of heat addition 1, and pipe length L, for a friction factor 0.004 which can achieve this result. Use matlab to Plot your result as a graph of L as a function of q
Transcribed Image Text:Assume that coming into a pipe there exists a Mach 0.5 flow at 101325 Pa of pressure and 300 K temperature, gamma 1.4. If it first passes through a frictionless pipe with heat addition, and then passes through an adiabatic pipe with friction in such a fashion that it always results in an exit flow at M = 1. Determine all combinations of heat addition 1, and pipe length L, for a friction factor 0.004 which can achieve this result. Use matlab to Plot your result as a graph of L as a function of q
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