Water is the working fluid in a Carnot vapor power cycle. Saturate liquid enters the boiler at a pressure of 10 MPa, and saturated vapor enters the turbine. The condenser pressure is 6 kPa. Determine (i) the thermal efficiency, (ii) the back work ratio, (iii) the heat transfer to the working fluid in the boiler, and (iv) the heat transfer from the working fluid in the condenser. In part B of the problem, irreversibilities in the adiabatic expansion and compression processes cannot be neglected. If the states at the turbine and pump inlet remain unchanged, repeat parts (i-iv) for the modified Carnot cycle with NT= 0.80 and Np = 0.70. Finally, calculate the rate of entropy generation in modified Carnot cycle having irreversibilities.

Elements Of Electromagnetics
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ISBN:9780190698614
Author:Sadiku, Matthew N. O.
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Please solve for the modified carnot cycle where it is unchanged for n_t = .8 and n_p = .7 and rate of entropy

Water is the working fluid in a Carnot vapor power cycle. Saturate liquid enters the boiler at a pressure of 10
MPa, and saturated vapor enters the turbine. The condenser pressure is 6 kPa. Determine (i) the thermal
efficiency, (ii) the back work ratio, (iii) the heat transfer to the working fluid in the boiler, and (iv) the heat
transfer from the working fluid in the condenser. In part B of the problem, irreversibilities in the adiabatic
expansion and compression processes cannot be neglected. If the states at the turbine and pump inlet remain
unchanged, repeat parts (i-iv) for the modified Carnot cycle with NT= 0.80 and Np = 0.70. Finally, calculate the
rate of entropy generation in modified Carnot cycle having irreversibilities.
Transcribed Image Text:Water is the working fluid in a Carnot vapor power cycle. Saturate liquid enters the boiler at a pressure of 10 MPa, and saturated vapor enters the turbine. The condenser pressure is 6 kPa. Determine (i) the thermal efficiency, (ii) the back work ratio, (iii) the heat transfer to the working fluid in the boiler, and (iv) the heat transfer from the working fluid in the condenser. In part B of the problem, irreversibilities in the adiabatic expansion and compression processes cannot be neglected. If the states at the turbine and pump inlet remain unchanged, repeat parts (i-iv) for the modified Carnot cycle with NT= 0.80 and Np = 0.70. Finally, calculate the rate of entropy generation in modified Carnot cycle having irreversibilities.
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