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+// Given:-
+clc;
+m1dot = 69.78 // in kg/s
+p1 = 1.0 // in bar
+T1 = 478.0 // in kelvin
+T2 = 400.0 // in kelvin
+p2 = 1.0 // in bar
+p3 = 0.275 // in Mpa
+T3 = 38.9 // in degree celcius
+m3dot = 2.08 // in kg/s
+T4 = 180.0 // in degree celcius
+p4 = 0.275 // in Mpa
+p5 = 0.07 // in bar
+x5 = 0.93
+Wcvdot = 876.8 // in kW
+T0 = 298.0 // in kelvin
+
+
+// Part(a)
+// From table A-22
+h1 = 480.35 // in kj/kg
+h2 = 400.97 // in kj/kg
+s1 = 2.173 // in kj/kg
+s2 = 1.992 // in kj/kg
+
+// From table A-2E
+h3 = 162.82 // in kj/kg
+s3 = 0.5598 // in kj/kg.k
+// Using saturation data at 0.07 bars from Table A-3
+h5 = 2403.27 // in kj/kg
+s5 = 7.739 // in kj/kg.k
+//The net rate exergy carried out by the water stream
+
+// From table A-4
+h4 = 2825.0 // in kj/kg
+s4 = 7.2196 // in kj/kg.k
+// Calculations
+netRE = m1dot*(h1-h2-T0*(s1-s2-(8.314/28.97)*log(p1/p2))) // the net rate exergy carried into the control volume
+netREout = m3dot*(h5-h3-T0*(s5-s3))
+// From an exergy rate balance applied to a control volume enclosing the steam generator
+Eddot = netRE + m3dot*(h3-h4-T0*(s3-s4)) // the rate exergy is destroyed in the heat-recovery steam generator
+
+// From an exergy rate balance applied to a control volume enclosing the turbine
+EdDot = -Wcvdot + m3dot*(h4-h5-T0*(s4-s5)) // the rate exergy is destroyed in the tpurbine
+
+// Results
+printf( '\n balance sheet')
+printf( '\n- Net rate of exergy in: %f kJ/kg.',netRE)
+printf( '\n Disposition of the exergy:')
+printf( '\n• Rate of exergy out')
+printf( '\n power developed %f kJ/kg.',netRE-netREout-Eddot-EdDot)
+printf( '\n water stream %f',netREout)
+printf( '\n• Rate of exergy destruction')
+printf( '\n heat-recovery steam generator %f kJ/kg',Eddot)
+printf( '\n turbine %f',EdDot)
+
+// note : answer is slightly different because of rounding off error.