Question

16. [20 Marks] A steam power plant that operates on the ideal regenerative Rankine cycle with an open feedwater heater (fwh) is shown in the Figure below. Steam enters the turbine at 8 MPa and a temperature of 600 $^\circ$C (Stream 5). Part of the steam (at a mass flow rate of 5 kg/s) is extracted from the turbine at 1 MPa and is sent to the open feedwater heater (Stream 6). The remaining steam leaves the turbine as a saturated mixture at 20 kPa (Stream 7). Assume that the pumps and turbine are reversible and adiabatic, and that there are no pressure drops in the boiler, condenser and open feedwater heater. Assume that saturated liquid leaves the condenser and open feedwater heater. Assume steady flow, negligible kinetic and potential energies. Given that $h_6 = 2995.46$ kJ/kg (a) Determine the net power input to pump 1, and pump 2, in kW. (b) Determine the rate of heat input to the boiler, in kW. (c) Determine the quality of the steam leaving the turbine at Stream 7. (d) Determine the power output of the turbine, in kW. (e) Determine the thermal efficiency of the cycle. (f) Show the process on a well labeled T-s diagram. (You do not need to show numerical values, but Streams 1 to 7 must be clearly shown relative to the saturation lines)

          16. [20 Marks]
A steam power plant that operates on the ideal regenerative Rankine cycle with an open feedwater heater (fwh) is shown in the Figure below. Steam enters the turbine at 8 MPa and a temperature of 600 $^\circ$C (Stream 5). Part of the steam (at a mass flow rate of 5 kg/s) is extracted from the turbine at 1 MPa and is sent to the open feedwater heater (Stream 6). The remaining steam leaves the turbine as a saturated mixture at 20 kPa (Stream 7).
Assume that the pumps and turbine are reversible and adiabatic, and that there are no pressure drops in the boiler, condenser and open feedwater heater. Assume that saturated liquid leaves the condenser and open feedwater heater. Assume steady flow, negligible kinetic and potential energies.
Given that $h_6 = 2995.46$ kJ/kg
(a) Determine the net power input to pump 1, and pump 2, in kW.
(b) Determine the rate of heat input to the boiler, in kW.
(c) Determine the quality of the steam leaving the turbine at Stream 7.
(d) Determine the power output of the turbine, in kW.
(e) Determine the thermal efficiency of the cycle.
(f) Show the process on a well labeled T-s diagram. (You do not need to show numerical values, but Streams 1 to 7 must be clearly shown relative to the saturation lines)
        
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16. [20 Marks]
A steam power plant that operates on the ideal regenerative Rankine cycle with an open feedwater heater (fwh) is shown in the Figure below. Steam enters the turbine at 8 MPa and a temperature of 600 ^∘C (Stream 5). Part of the steam (at a mass flow rate of 5 kg/s) is extracted from the turbine at 1 MPa and is sent to the open feedwater heater (Stream 6). The remaining steam leaves the turbine as a saturated mixture at 20 kPa (Stream 7).
Assume that the pumps and turbine are reversible and adiabatic, and that there are no pressure drops in the boiler, condenser and open feedwater heater. Assume that saturated liquid leaves the condenser and open feedwater heater. Assume steady flow, negligible kinetic and potential energies.
Given that h6 = 2995.46 kJ/kg
(a) Determine the net power input to pump 1, and pump 2, in kW.
(b) Determine the rate of heat input to the boiler, in kW.
(c) Determine the quality of the steam leaving the turbine at Stream 7.
(d) Determine the power output of the turbine, in kW.
(e) Determine the thermal efficiency of the cycle.
(f) Show the process on a well labeled T-s diagram. (You do not need to show numerical values, but Streams 1 to 7 must be clearly shown relative to the saturation lines)

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Chemistry: Structure and Properties
Chemistry: Structure and Properties
Nivaldo Tro 2nd Edition
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Potential Energies Sod SieV xiiW Given that h6 = 2995.46 kJ/kg (a) (b) (c) (d) (e) Determine the thermal efficiency of the cycle. (f) 5 Turbine 1993803791851 Boiler Condenser 4 2 3 - 1 Open fwh Pump 2 Pump 1
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Transcript

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00:01 Here in this question we are given pressure p3 is given which is equal to 4 .1 mpa, temperature t3 is equal to 480 degree celsius, temperature t4 is equal to 32 degree celsius.
00:23 Now here condenser pressure 4, saturated temperature 32 degree celsius is given by condenser pressure p4 is equal to pressure p1 is equal to 0 .04753 bar or this is equal to 0 .004753 mpa.
00:58 Now at 32 degree celsius we have specific volume of water vf is equal to 0 .00100504 meter cube per kilogram.
01:17 This is the specific volume of water at 32 degree celsius.
01:23 Now here the pump work is to be calculated as per the question.
01:26 In pump work wp is equal to the equation for pump work is specific volume of water multiplied by the change in pressure...
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