Steam enters the turbine of a steam power plant (simple ideal Rankine Cycle) at (A) MPa and (B) C at a flow rate of 18000 kg/h and leaves at (C) kPa and (D) percent quality. Take: P2 = P3 & P = P4. Using EES software, investigate the effect of the variables (A, B, C, and D) on the cycle performance. Plot the thermal efficiency and power output against the above variables for each case, and discuss the results, as stated in the table below. C=10:2:160 kPa [10 = initial value, step = 2, final value = 160] 3 A = 3.0 MPa B=350 C D=90% D= 0.80:0.005:0.98 EES model code The power output, Wout (kW) Thermal efficiency, 11th (%) Plot Wout (kW) versus P (MPa) Plot nth (%) versus P (MPa) Discuss the results [0.80 initial value, step = 0.005, final value = 0.98] A = 3.0 MPa B=350C C = 50 kPa EES model code The power output, Wout (kW) Thermal efficiency, 11th (%) Plot Wout (kW) versus X (-) Plot th (%) versus X (-) Discuss the results You should submit a digital version of your report work (PDF file) via Moodle.