Get the following values for each stage:Stage 3: P3, T3, S3, H3Stage 4: P4, T4, S4, H4Explain how to get values please. 1) The power plant is operating on iso-butane as a working fluid.Ob-butane mass flow rate is m = 25kg/s. For the input data see the figure.-Feed water: Mass flow rate of the feed water is 200 kg/s.NOTE:This is an ideal Rankine cycle. In this problem we assume 100% efficiency of the turbine andthe pump. The processes are reversible: S1=S2 and S3=S4.Do not change the fluid type!-Use international units to complete calculationsThe P1 pressure corresponds to the critical pointSaturated vaporP1=36.29 barBoilerW.QinTurbineCondenserP2=2.26 bar2T6=?6CoutT5=15C5CoolingwaterPump3saturated liquid

Answered: 1) The power plant is operating on…

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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Get the following values for each stage using NIST tables: Stage 5: T5, H5 Explain how to get values please.
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The Siemans SST-400 GEO steam turbine is employed in the cycle shown above. Operational information is are shown in the table. you can assume the turbine is adiabatic and you can ignore the KE & PE terms. you can assume that the pump operation is isentropic. the surrounding temperature is 25°C based on the table information: a.Calculate the mass flow of steam [96.5kg/s] b.Find the isentropic efficiency of the turbine [0.836] c.What is the rate of entropy generated (kW/K) in the turbine? [28.26kW/K] d.Calculate the thermal efficiency of the power plant [0.199]
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please i need complete solution of all parts with detail and step by step thanks
1.4 A diesel engine operating an air standard diesel cycle has 20cm bore and 30cm stroke. the clearance volume is 420cm3. if the fuel is injected at 5% of the stroke, find the air standard efficiency. 1.5 Develop an expression for the thermal efficiency of the air-standard diesel cycle as a function of the compression ratio r. = V1V2 and the expansion ratio r, = V4 / V3. Assume the working fluid is an ideal gas, and the volume effect of moles of gas generated is small relative to the effect of heating from combustion. %3D
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