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7/23/2019 MENG4662 Chapter 2 Rankine Cycle
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Power Plant TechnologyMENG 4662
1
Mohy S. MansourProfessor,
Mechanical Engineering Department
AUC
Mohy Mansour - AUC
7/23/2019 MENG4662 Chapter 2 Rankine Cycle
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Power Plant
2
POWERCYCES
Mohy Mansour - AUC
7/23/2019 MENG4662 Chapter 2 Rankine Cycle
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Types
Mohy Mansour - AUC3
7/23/2019 MENG4662 Chapter 2 Rankine Cycle
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7/23/2019 MENG4662 Chapter 2 Rankine Cycle
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Heat Engines
Efficiency = Power/Heat ae
5
Heat Added
Mo
hyMansour-AUC
Heat
Engine
Heat Rejected
QoA
QoR
Power
Wo
TH
TL
7/23/2019 MENG4662 Chapter 2 Rankine Cycle
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Reversed yc!e
Coefficient of Performance = Heat/Power
"
Heat Rejected
Mo
hyMansour-AUC
Re#rigerator
orHeat P$%p
Heat A&sor&ed
QoH
QoL
Power
Wo
TH
TL
7/23/2019 MENG4662 Chapter 2 Rankine Cycle
7/67'
Mo
hyMansour-AUC
E(terna! o%&$stionEngines
)nterna! o%&$stionEngines
Heat Engines
*tea% Power
P!antRotary Reciprocating
+asT$r&ine Petro!,
*)-iese!,
)
Wan.e!Engine
Ran.ine yc!e
/raytonyc!e
0ttoyc!e
-iese!yc!e
-$a!
yc!e
7/23/2019 MENG4662 Chapter 2 Rankine Cycle
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Ran.ine yc!e
MohyMans
our-AUC
*tea%
+enerator/oi!er
T$r&ine
ondenserP$%p
Heat Added,Qo/
T$r&inePower
WoT
HeatRejected,QoP$%p Power, W
oP
*tea%,%o
Water, %o
%o
%o
%o
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Ran.ine yc!e
MohyMans
our-AUC
yc!e P$%p 12
Adia&atic Reversi&!e 6 )sentropic /oi!er 23
onstant Press$re Heat Added
T$r&ine 34
Adia&atic Reversi&!e 6 )sentropic ondenser 41
onstant Press$re Heat Rejected
T
*
*tea%+enerator
/oi!er
T$r&ine
ondenserP$%p
HeatAdded,Qo/
T$r&inePower
WoT
P$%p Power,WoP
*tea%,%o
Water, %o
%o
%o
%o
HeatRejected, Qo
1
2
3
4
P
P/
1
2
3
4
7/23/2019 MENG4662 Chapter 2 Rankine Cycle
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Ran.ine yc!e
yc!e Ana!ysis
P$%p 12
!ater enters the pump at state " as saturate li#ui an iscompresse isentropically to the operating pressure of the
$oiler%
&he pump follows the '''( process, then
Q7 W7 6 %7 8 9:2; :1 < 9V22; V1
2< =2 g9>2 >1
7/23/2019 MENG4662 Chapter 2 Rankine Cycle
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Ran.ine yc!e
yc!e Ana!ysis
P$%p 12
) = * an +inetic an potential energies are neglecte, then
* - ! = m 8h. h" 0 1 * 1 *0?
!P= m h" h. 0 +!
wP= h" h. +2/+g
&his e#uation is use to etermine h.if wP is +nown% 3therwiseh.is calculate as,
(rom 4 5 constant 6ncompressi$le0
wp= -4 P
7 P
C0 = -4 P
. P
"0 +2/+g
then h.= h"1 4"p. p"0 +2/+g11
MohyMans
our-AUC
*tea%+enerator
/oi!er
T$r&ine
ondenserP$%p
HeatAdded,Qo/
T$r&inePower
WoT
P$%p Power,WoP
*tea%,%o
Water, %o
%o
%o
%o
HeatRejected, Qo1
2
3
4
=2
1
vdpwP
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Ran.ine yc!e
yc!e Ana!ysis
/oi!er 9*tea% +enerator< 23
!ater enters the $oiler as compresse li#ui at state . anlea4es as saturate or superheate 4apor at state 8% &he $oiler
follows the '''( process, then
)7- ! = m 8h8 h. 0 1 V8. V.
.0 /. 1 g98 9.0?
:o wor+ an +inetic an potential energies are neglecte, then
)7- ! = m 8h8 h. 0 1 * 1 *0?
)7= m h8 h. 0 +!
#7= h8 h. +2/+g
12
MohyMans
our-AUC
*tea%+enerator
/oi!er
T$r&ine
ondenserP$%p
HeatAdded,Qo/
T$r&inePower
WoT
P$%p Power,WoP
*tea%,%o
Water, %o
%o
%o
%o
HeatRejected, Qo1
2
3
4
7/23/2019 MENG4662 Chapter 2 Rankine Cycle
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Ran.ine yc!e
yc!e Ana!ysis
T$r&ine 34
&he superheate 4apor at state 8 enters the tur$ine, where ite;pans isentropically an prouces wor+ $y rotating the shaft
connecte to an electric generator% &he tur$ine follows the
'''( process, then
) - !&= m 8h
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Ran.ine yc!e
yc!e Ana!ysis
ondenser 41
'team is conense at constant pressure in the conenser,&he conenser follows the '''( process, then
)C- ! = m 8h" h< 0 1 V". V