In the system shown there is a Rankine cycle that works with water vapor, making the following processes: - Process of 1 2; Isoentropic - Process of 2 3; Isobaric - Process of 3 4; Isoentropic - Process of 4 1; Isobaric The conditions for steam ingrowth into the adiabatic steam turbine are: P1= 100 bar; T, = 480 C; with a flow of 500 m3 /hr P2 = 10 kpa X3 = 0.0 It is known that the power generated by 30%the turbine feeds the compressor, in which a polytropic compression process is presented pv1.3=constant. to compress methane CH4 from -73 C and 1,856 MPa to 2,5 MPa. Critical conditions of CHA - Per= 4.64 MPa; T= 191.1 K. Methane cannot be considered an ideal gas. NOTE: Consider system components as FEES processes - You can use the EES Program, or any other learned in the previous course to get the properties of water vapor. STEAM GENERATOR CH4 GE. T.V. Compressor 20 snos no condeser MB Calculate a) The power generated and the steam turbine, in kW. N h (kJ/kg) 1 4 b) The flow of methane at the compressor inlet, in m /min c) The heat flow in the compressor, with its sign, in kW. d) The heat flow evacuated in the condenser, in kJ/min. e) The heat supplied in the steam generator, in kW.