Question: 1 . ( 1 0 pts . ) Consider two versions of a jet engine.The first is a standard engine run with a turbineinlet temperature

1.(10 pts.)Consider two versions of a jet engine.The first is a standard engine run with a turbineinlet temperature ofT=1200 K.The second engine is identical, except that its turbine ist4cooled by bleeding air from the compressor, which allows the turbine inlet temperature to beraised toT=1600 K.The basic engine and the bleed-air line are as sketched.To estimatet4the effect of the cooling-air modification on the engine performance, take the engine to beflying at Mach 2 at an altitude where the ambient temperature isT=200 K, and take the0compressor pressure ratio to be=9.In the modified engine, 10% of the compressorcdischarge air (at stagnation temperatureT) is diverted for turbine cooling.That air is thent3discharged with negligible velocity.Assume all components of both engines are ideal, andtake=1.4 andc=1.0 kJ/kg-K.p Consider two versions of a jet engine. The first is a standard engine run with
a turbine inlet temperature of 1200 K . The second is identical, except that its
turbine is cooled by bleeding air from the compressor; in this way the allow-
able turbine inlet temperature may be raised to 1600 K . The basic engine and
the bleed air line are indicated in the figure. To make an estimate of the ef-
fect of this modification on the thrust, suppose that the engine is flying at
Mach 2 at an altitude where the ambient temperature is 200 K and that com-
pressor pressure ratio is 9:1. Suppose also that for the second engine 10% of
PROBLEM 9 the airflow is bled from the compressor at a point where the pressure ratio is
9:1. After cooling the turbine, the bleed air is exhausted from the engine
with no appreciable velocity. For simplicity assume all components of both
engines to be reversible. Let =1.4 and cp=1.0kJkg*K.
a. Determine the thrust of the two engines per unit mass flow of air enter-
ing the compressor.
b. What is the ratio of the thrust specific fuel consumption of the second
engine to that of the first?
1 . ( 1 0 pts . ) Consider two versions of a jet

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