Steam Turbine Efficiency and Steam Bleeding

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SUMMARY

The discussion focuses on calculating the isentropic efficiencies of high and low-pressure turbines in a steam system, specifically from 90 bar and 412°C to 4.5 bar saturation. The isentropic efficiency for the high-pressure turbine is established at 65%, calculated using the formula (h1-h2)/(h1-h2s). The participants also explore the percentage of steam bled to the feed heater, with estimates around 63-64%, and emphasize the importance of schematic diagrams and T-s diagrams for clarity in calculations. Participants are encouraged to use steam tables for accurate results.

PREREQUISITES
  • Understanding of steam tables and thermodynamic properties
  • Knowledge of isentropic efficiency calculations
  • Familiarity with T-s diagrams in thermodynamics
  • Basic principles of steam turbine operation
NEXT STEPS
  • Research the calculation of isentropic efficiencies in steam turbines
  • Learn about the design and operation of open feedwater heaters
  • Study the use of T-s diagrams for analyzing thermodynamic cycles
  • Explore advanced steam table applications for various pressures and temperatures
USEFUL FOR

Mechanical engineers, thermodynamics students, and professionals involved in steam turbine design and efficiency optimization will benefit from this discussion.

PieD94
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Homework Statement


[/B]
Steam is expanded from 90 bar, 412°C to 4.5 bar saturation in a high pressure turbine, after-which a certain percentage of the steam is bled off to a feed heater. The remaining steam is then expanded through a low pressure turbine to 1.0 bar and dryness fraction of 0.93. All ‘steam’ entering the feed pumps shall be a saturated fluid. Produce a schematic diagram of the system, together with appropriate T-s diagram. Using steam tables only, calculatea) the isentropic efficiencies of both turbines

b) the percentage of steam bled of to the feed heater

c) the power generated by the turbines per unit mass of steam leaving the boiler

d) the energy available for low grade heating from the condenser


Neglect feed pumps and state any assumptions made



Homework Equations

The Attempt at a Solution

(a) Isentropic Efficiency = (h1-h2/h1-h2s)

= (3152-2745)/(3152-2525)

=407/627

= 0.6491

Isentropic Efficiency for high pressure turbine= 65%

(b) Assuming that the open feedwater heater is adiabatic.

Im not sure if a is right and as for the other questions, I am stumped. any help is appreciated. I am getting 0.63/0.64 for question b) however I've a feeling that is far too high
 
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For part a) how did you go about calculating the dryness fraction at after the the superheated steam to the 4.5 bars ?Also, you should try to start off with the schematic and the T-s diagram as it will help a lot.
 

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