gas-vapor power cycles

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Gas Turbine Power Plants Chapter 9.5

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Page 1: Gas-Vapor Power Cycles

Gas Turbine Power Plants

Chapter 9.5

Page 2: Gas-Vapor Power Cycles

Timeline

Week Book Sections Covered1 9.5 – 9.72 9.10, 9.93 9.8 , 9.94 9.1 – 9.4, 9.6.25 9.11 – 9.14

Page 3: Gas-Vapor Power Cycles

Homework Discussion

• Homework 2 hint: read Section 8.2.3

Page 4: Gas-Vapor Power Cycles

Simple Gas Turbine

Open System Closed System

Page 5: Gas-Vapor Power Cycles

Compressors

Page 6: Gas-Vapor Power Cycles

Turbine Engine

Page 7: Gas-Vapor Power Cycles

Air-Standard Brayton Cycle

Page 8: Gas-Vapor Power Cycles

Air-Standard Brayton CycleHeat input

Qin/m + (h2 – h3) = 0

Heat output Qout/m + (h4 – h1) = 0

Note: The book uses different signs for these equation.

Page 9: Gas-Vapor Power Cycles

Air-Standard Brayton CycleTurbine work

(h3 – h4) - Wt/m = 0

Compressor work(h1 – h2) - Wc/m = 0

Note: The book uses different signs for these equation.

Page 10: Gas-Vapor Power Cycles

Air-Standard Brayton Cycle

Compressor Pressure Ratio P2/P1

Thermal efficiency η = (Wt/m + Wc/m)/(Qin/m) η = [(h3-h4) + (h1-h2)]/(h2 – h3)

Back Work Ratio (bwr) bwr = (Wc/m)/(Wt/m) (absolute value) bwr = (h1 – h2)/(h3 – h4) (absolute value)

Note: The book uses different signs for these equation.

Page 11: Gas-Vapor Power Cycles

Air-Standard Brayton CycleTurbine work

Wt/m = h3 – h4

Compressor workWc/m = h1 – h2

Heat input-Qin/m = h2 – h3

Heat output-Qout/m = h4 – h1

Thermal efficiency η = (Wt/m + Wc/m)/(Qin/m) η = [(h3-h4) + (h1-h2)]/(h2 – h3)

Back Work Ratio (bwr) bwr = (Wc/m)/(Wt/m) (absolute) bwr = (h1 – h2)/(h3 – h4) (absolute)

Note: The book uses different signs for these equation.

Page 12: Gas-Vapor Power Cycles

Irreversibilities and lossesFriction and heat loss cause process inefficiencies in• Compressors (heat loss)• Turbines (heat loss)• Heat exchanger pipes

(pressure drop)

Page 13: Gas-Vapor Power Cycles

Irreversibilities and lossesPressure drop in heat exchanger pipes <<< heat loss in compressors and turbines<<<Inefficiencies during combustion

Page 14: Gas-Vapor Power Cycles

Irreversibilities and lossesηt = (Wt/m)/(Wt/m)s

= (h3 – h4)/(h3 – h4s)

ηc = (Wt/m)/(Wt/m)s

= (h3 – h4)/(h3 – h4s)

Page 15: Gas-Vapor Power Cycles

EXAMPLE 9-6 WITH EES

Page 16: Gas-Vapor Power Cycles

Regenerative Gas Turbines

Page 17: Gas-Vapor Power Cycles

Regenerative Gas Turbine CycleThe regenerator preheats the turbine inlet stream using heat from the exhaust gas

This reduces Qin (everything else remains the same)

Note Tx can be higher than Ty

Page 18: Gas-Vapor Power Cycles

Regenerative Gas Turbine

Regenerator efficiencyηreg = (hx – h2)/(h4 – h2)

Page 19: Gas-Vapor Power Cycles

Gas Turbine Combined CycleUse rejected heat from the Top cycle as heat input to a Bottom cycle

Improves efficiency

η = (Wgas + Wvap)/(Qin)

Regenerator Energy Balancemv *(h6-h7) + mg*(h4-h5) = 0

Page 20: Gas-Vapor Power Cycles

Gas Turbines with Reheat

Turbines require temperature control to prevent material deterioration

One strategy is to provide cooling with excess air

Reheat takes advantage of the excess air to burn more fuel

What are some disadvantages?

Page 21: Gas-Vapor Power Cycles

Gas Turbines with Reheat

Page 22: Gas-Vapor Power Cycles

Compression with Intercooling

It is easier to compress a cooler gas (think of a hot air balloon)

But… a cooler gas requires additional heat input

Optimization can help select number and temperature of intercooler stages

Page 23: Gas-Vapor Power Cycles

Integrated Gasification Combined Cycles