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A steam turbine with rated capacity of 56,400 kW (56,400 kJ/s) operates with steam at inlet conditions of 8,600 kPa and 500 °C, and discharges into a condenser at a pressure of 10 kPa. Assuming a turbine efficiency of 0.75, determine the state of the steam at discharge and the mass flow rate of flow of the steam. Solution Given: Ws = -56,400 kW S P₁ = 8,600 kPa T₁ = 500 °C P₂ = 10 kPa η =0.75 Calculate: T₂ = ? x₂ = ? H₂ = ? S₂ = ? m=? Turbine

A steam turbine with rated capacity of 56,400 kW (56,400 kJ/s) operates with steam at inlet conditions of 8,600 kPa and 500 °C, and discharges into a condenser at a pressure of 10 kPa. Assuming a turbine efficiency of 0.75, determine the state of the steam at discharge and the mass flow rate of flow of the steam. Solution Given: Ws = -56,400 kW S P₁ = 8,600 kPa T₁ = 500 °C P₂ = 10 kPa η =0.75 Calculate: T₂ = ? x₂ = ? H₂ = ? S₂ = ? m=? Turbine

Elements Of Electromagnetics
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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Given: Ws = -56,400 kW P₁ = 8,600 kPa T₁ = 500 °C P₂ = 10 kPa n=0.75 Calculate: T₂ = ? + Example 6: Steam Turbine A steam turbine with rated capacity of 56,400 kW (56,400 kJ/s) operates with steam at inlet conditions of 8,600 kPa and 500 °C, and discharges into a condenser at a pressure of 10 kPa. Assuming a turbine efficiency of 0.75, determine the state of the steam at discharge and the mass flow rate of flow of the steam. Solution x₂ = ? H₂ = ? S₂ = ? m=? 13 of 23 Tutorial 20:0 Turbine
Transcribed Image Text:Given: Ws = -56,400 kW P₁ = 8,600 kPa T₁ = 500 °C P₂ = 10 kPa n=0.75 Calculate: T₂ = ? + Example 6: Steam Turbine A steam turbine with rated capacity of 56,400 kW (56,400 kJ/s) operates with steam at inlet conditions of 8,600 kPa and 500 °C, and discharges into a condenser at a pressure of 10 kPa. Assuming a turbine efficiency of 0.75, determine the state of the steam at discharge and the mass flow rate of flow of the steam. Solution x₂ = ? H₂ = ? S₂ = ? m=? 13 of 23 Tutorial 20:0 Turbine
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