1) Air with a density of 0.45 kg/m3 enters an experimental jet engine at a rate of 175 m/s. The inlet area of the engine is 7.0 ft2. After fuel is burned, the air and combustion byproducts leave the engine with a velocity of 695 m/s through an outlet area of 6.0 ft2. What is the average density of the gas exiting the engine? Express your answer in kg/m3, slugs/ft3, and lbm/ft3.

Elements Of Electromagnetics
7th Edition
ISBN:9780190698614
Author:Sadiku, Matthew N. O.
Publisher:Sadiku, Matthew N. O.
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1) Air with a density of 0.45 kg/m3 enters an experimental jet engine at a rate of 175 m/s. The inlet area of the engine is 7.0 ft2. After fuel is burned, the air and combustion byproducts leave the engine with a velocity of 695 m/s through an outlet area of 6.0 ft2. What is the average density of the gas exiting the engine? Express your answer in kg/m3, slugs/ft3, and lbm/ft3.

2) 

Calculate the mass moment of inertia of the thin ring shown in the accompanying diagram. Express your answer in lbm · ft2, lbm · in2, and slugs · ft2. (Assume the axis of rotation is into the page through the center of the ring.)
m = 0.8 slugs
radius is 9 in.
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Given data 

the density of air (ρA) = 0.45 kg/m3

inlet velocity of air (Va) = 175 m/s

Inlet area (Ai) = 7 ft2  = 7*(0.3048)2 m2              { 1 ft = 0.3048 m }

                                   = 0.65 m2

Outlet velocity (Vg) = 695 m/s

Outlet area (Ao) = 6 ft2 = 6*(0.3048)2 m2

                                      = 0.557 m2 

 

To determine 

The average density of the gas exiting the engine

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