Brayton Cycle
- Air is used as working fluid;
- Pressure at the compressor inlet 100 kPa;
- Temperature at the compressor inlet 20 °C;
- Pressure ratio equal to 7;
- Temperature at the turbine inlet 500 °C;
- The turbine and compressor have an isentropic efficiency of 90%.
using CycleSolver
@solve begin
st2.p / st1.p = 7
st1.T = 20 + 273
st1.p = 100
st3.T = 500 + 273
newCycle[Air]
compressor(st1, st2, 90)
combustion_chamber(st2, st3)
turbine(st3, st4, 90)
combustion_chamber(st4, st1)
end
PrintResults()
Output:
1- CYCLE [Air]
State Name |
T [K] | P [kPa] | h [kJ/kg] | s [kJ/kg.K] | x | ṁ [kg/s] | Mass-flux fraction |
---|---|---|---|---|---|---|---|
st1 | 293.0 | 100.0 | 419.257 | 3.8667 | 1.0 | ||
st2 | 532.122 | 700.0 | 662.359 | 3.9135 | 1.0 | ||
st3 | 773.0 | 700.0 | 918.995 | 4.3107 | 1.0 | ||
st4 | 487.236 | 100.0 | 616.266 | 4.3821 | 1.0 |
Cycle Properties:
Total | Component | Value | |
---|---|---|---|
qin Q̇in |
256.6365 kJ/kg 0.0 kW |
combustion_chamber: st2 >> st3 |
256.6365 kJ/kg |
qout Q̇out |
197.0086 kJ/kg 0.0 kW |
combustion_chamber: st4 >> st1 |
197.0086 kJ/kg |
win Ẇin |
243.1014 kJ/kg 0.0 kW |
compressor: st1 >> st2 |
243.1014 kJ/kg |
wout Ẇout |
302.7293 kJ/kg 0.0 kW |
turbine: st3 >> st4 |
302.7293 kJ/kg |