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Limited distribution permitted only to teachers and educators for course preparation.. If you are a student using this Manual, you are using it without permission.. The thermal efficienc

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PROPRIETARY MATERIAL © 2011 The McGraw-Hill Companies, Inc Limited distribution permitted only to teachers and educators for course preparation If you are a student using this Manual, you are using it without permission

9-35

9-54 An ideal dual cycle has a compression ratio of 14 and cutoff ratio of 1.2 The thermal efficiency, amount of heat added, and the maximum gas pressure and temperature are to be determined

Assumptions 1 The air-standard assumptions are applicable 2 Kinetic and potential energy changes are negligible 3 Air is

an ideal gas with constant specific heats

Properties The properties of air at room temperature are c p = 1.005 kJ/kg·K, cv = 0.718 kJ/kg·K, R = 0.287 kJ/kg·K, and

k = 1.4 (Table A-2)

Analysis The specific volume of the air at the start of the compression is

/kg m 9076 0 kPa

80

K) 253 )(

K /kg m kPa 287 0

1

1

P

RT

v

and the specific volume at the end of the compression is

/kg m 06483 0 14

/kg m 9076

1

r

v

v

The pressure at the end of the compression is

 14 3219kPa kPa)

80

1 2

1 1



k

r P P

P

v v

and the maximum pressure is

kPa 4829

The temperature at the end of the compression is

 14 727.1K K)

253

1 1 1

2

1 1



k k

r T T

T

v v

kPa 3219

kPa 4829 K) 1 727 (

2

3





P

P T

T x

From the definition of cutoff ratio

/kg m 07780 0 ) /kg m 06483 0 )(

2 1

2

v

c x

r

The remaining state temperatures are then

K 1309





0.06483

0.07780 K)

1091 (

3 3

x x

T

T

v v

K 0 490 0.9076

0.07780 K)

1309 (

1 4 1 1

4

3 3





k

T

T

v v

Applying the first law and work expression to the heat addition processes gives

kJ/kg 480.4

K ) 1091 1309 )(

K kJ/kg 005 1 ( K ) 1 727 1091 )(

K kJ/kg 718 0

(

) ( )

in c T x T c p T T x

The heat rejected is

kJ/kg 2 170 K ) 253 0 490 )(

K kJ/kg 718 0 ( )

kJ/kg 480.4

kJ/kg 170.2 1 1

in

out th

q

q

v

P

4

1

2

3

qout

x

qin

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