2.) An actual Rankine Engine is used to power a generator. The steamenters its turbine at 4 MPa and 300C then expands in an irreversibleadiabatic process where it becomes saturated vapor. It enters thecondenser with a pressure of 5 kPa. Find Ec, W(W₁, W₁, Wk) theremaining engine efficiencies(n,, na, nx), thermal efficiencies (e₁, 3,ek), SR(SR₁, SR₂, SR), HR(HR, HR, HR) obtained if theturbogenerator has 85% mechanical efficiency and 90% generatorefficiency. 2822.88kgW27eSRHRI399.239.08%14.14%25456.73B339.3233.22%12.02%29949.35305.3929.89%10.82%33276.96kkgkjkgkgkWhkgkWhkgkWh9.02-10.6111.79kWhkjkWh

Answered: Image /qna-images/answer/b9f9dfac-db89-477c-be0c-ede5fb83489e.jpg

2.) An actual Rankine Engine is used to power a generator. The steam enters its turbine at 4 MPa and 300C then expands in an irreversible adiabatic process where it becomes saturated vapor. It enters the condenser with a pressure of 5 kPa. Find Ec, W(W₁, W3, W₂) the remaining engine efficiencies(n,, ng, n), thermal efficiencies(e, €3. ez).SR(SR₂, SRB, SR₂), HR(HR, HR, HR₂) obtained if the turbogenerator has 85% mechanical efficiency and 90% generator efficiency. 2822.88 W ៗ e SR HR I 399.2 39.08% 14.14% 9.02.2 25456.73 29949.35 kWh B 339.32 33.22% 12.02% k 305.39 29.89% 10.82% 33276.96 kg kg kWh kg 10.61 11.79;

2.) An actual Rankine Engine is used to power a generator. The steam enters its turbine at 4 MPa and 300C then expands in an irreversible adiabatic process where it becomes saturated vapor. It enters the condenser with a pressure of 5 kPa. Find Ec, W(W₁, W3, W₂) the remaining engine efficiencies(n,, ng, n), thermal efficiencies(e, €3. ez).SR(SR₂, SRB, SR₂), HR(HR, HR, HR₂) obtained if the turbogenerator has 85% mechanical efficiency and 90% generator efficiency. 2822.88 W ៗ e SR HR I 399.2 39.08% 14.14% 9.02.2 25456.73 29949.35 kWh B 339.32 33.22% 12.02% k 305.39 29.89% 10.82% 33276.96 kg kg kWh kg 10.61 11.79;

Elements Of Electromagnetics

7th Edition

ISBN:9780190698614

Author:Sadiku, Matthew N. O.

Publisher:Sadiku, Matthew N. O.

ChapterMA: Math Assessment

Section: Chapter Questions

Problem 1.1MA

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