Oxygen enters a 6-in.-diameter duct with (T_{1},=600^{circ} mathrm{R}, p_{1}=50 mathrm{psia}), and (V_{1}=600 mathrm{ft} /) sec. The friction

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Oxygen enters a 6-in.-diameter duct with $T_{1},=600^{\circ} \mathrm{R}, p_{1}=50 \mathrm{psia}$, and $V_{1}=600 \mathrm{ft} /$ sec. The friction factor is $f=0.02$.

(a) What is the maximum length of duct permitted that will not change any of the conditions at the inlet?

(b) Determine $T_{2}, p_{2}$, and $V_{2}$ for the maximum duct length found in part (a).

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Fundamentals Of Gas Dynamics

ISBN: 9781119481690

3rd Edition

Authors: Robert D Zucker, Oscar Biblarz

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Question Posted: Apr 17, 2024 02:01 AM

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Oxygen enters a 6-in.-diameter duct with (T_{1},=600^{circ} mathrm{R}, p_{1}=50 mathrm{psia}), and (V_{1}=600 mathrm{ft} /) sec. The friction

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SOLUTION a Given Duct diameter D 6 in 05 ft Inlet temperatu...View the full answer

Fundamentals Of Gas Dynamics

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