Define stagnation temperature. Air leaves the compressor of a jet engine at a temperature of
150°C, a pressure of 5 bar and a velocity of 120m/s. Determine the isentropic stagnation
temperature and pressure.
T=T0+v2c,T=T_0+\frac{v^2}{c},T=T0+cv2,
T=150+12021005=164°C.T=150+\frac{120^2}{1005}=164°C.T=150+10051202=164°C.
p=p0⋅TT0,p=p_0\cdot \frac{T}{T_0},p=p0⋅T0T,
p=5⋅164150=5.5 bar.p=5\cdot \frac{164}{150}=5.5~bar.p=5⋅150164=5.5 bar.
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