improve the efficiency of power plant by some
TRANSCRIPT
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Improve the efficiency of power plantby some changes in rankine cycle
Submitted By:
Ajay Chobey
Gaurav Kumar
Pavan Kumar
Narendra Kumar
Santosh Rai
Presentation on
Submitted to:
PROF. MADHUMALATI ADHIKARI
Profession English (HS-501)
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Introduction
The Rankine cycle is an idealized
thermodynamic cycle of a heat engine that
converts heat into mechanical work.
Also called power plant cycle
It is named after William John Rankine, a
Scottish professor of mathematics at Glasgow
University .
http://en.wikipedia.org/wiki/Thermodynamic_cyclehttp://en.wikipedia.org/wiki/Heat_enginehttp://en.wikipedia.org/wiki/William_John_Macquorn_Rankinehttp://en.wikipedia.org/wiki/Glasgow_Universityhttp://en.wikipedia.org/wiki/Glasgow_Universityhttp://en.wikipedia.org/wiki/Glasgow_Universityhttp://en.wikipedia.org/wiki/Glasgow_Universityhttp://en.wikipedia.org/wiki/William_John_Macquorn_Rankinehttp://en.wikipedia.org/wiki/Heat_enginehttp://en.wikipedia.org/wiki/Thermodynamic_cycle -
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Hypothesis
This cycle follows the idea of the Carnot cycle but
It can be practically implemented still has lowefficiency. If we directly use this cycle into the
power plant for generation power then this willproduce the less amount of mechanical work. sohere we will modify this cycle by using following
methods and assuming that this will increase the
efficiency1. Reheat
2. Regeneration
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Methodology
Reheat-split a single turbine stage into twoturbine stage for using the wet steam at exit
of a single turbine stage to generate the work
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Regeneration
in ideal rankine cycle when the workingsubstance comes from the pump it enters theboiler. But until a certain point temperature
stays low. this diminishes efficiency. Toovercome this drawback following step maytake
We can bleed the flow from turbine and heat
it before reentering boiler. This process iscalled as regeneration
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Regeneration
Preheats steam entering boiler using a feedwater heater, improving efficiency.
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AnalysisIdeal Rankine Cycle
This cycle consists four processes1-2 isentropic pump 2-3 constant pressure heat addition
3-4 isentropic turbine 4-1 constant pressure heat rejection
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Efficiency of Simple Rankine Cycle:
As we know, efficiency is the ratio between output and
input. Here the output is work done and input is heatenergy.
Net work done = work done in turbine + work done inpump
Net heat transfer = heat produced in boiler + heatrejected in condenser
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Reheat rankine cycle
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Regenerative rankine cycle
3412
7665
17
45
1
1
1
hhhhyW
hhyhhW
hhyQ
hhsQ
pump
turbine
out
Define yas fraction of mass extraction:
total
extraction
m
my
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Result
After the mathematical analysis of the cyclewe found that the efficiency of the cycle isincreased i.e. we are getting more mechanical
work from the previous one
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References
Figures from Cengel and Boles,
Thermodynamics, An Engineering Approach,6th ed., McGraw Hill, 2008.
Basic thermodynamics by P K Nag. 3rdedition.2006
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