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Atmospheric air at -45°C, 60 kPa enters the front diffuser of a jet engine with a velocity of 900 km/h and frontal area of 1 m2. After the adiabatic diffuser the velocity is 20 m/s. Find the diffuser exit temperature and the maximum pressure possible

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C.V. Diffuser, Steady single inlet and exit flow, no work or heat transfer.

Heat capacity and ratio of specific heats from  CPo = 1.004 kJ /kg K, k = 1.4, the energy equation then gives: 

 1.004[ Te - (-45)] = 0.5[(900 x 1000/3600)2 - 202 ]/1000

= 31.05 kJ/kg => Te = −14.05 °C = 259.1 K

Constant s for an ideal gas is expressed in

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