Write balanced equations for the combustion of each


A fuel gas consists of 75% butane (C4H10), 10% propane (C3H8) and 15% butene (C4H8) by volume.

It is to be fed to the combustion chamber in 10% excess air at 25°C, where it is completely burnt to carbon dioxide and water. The flue gases produced are to be used to generate 5 bar steam from water at 90°C.

With the aid of the data at the end of the question, steam tables and the enthalpy table given in the Appendix of lesson HTC - 4 - 2:

(a) Write balanced equations for the combustion of each component of the fuel gas.

(b) Explain the need for excess air.

(c) Determine the actual fuel:air ratio

(i) by volume
(ii) by mass.

(d) Calculate:

(i) the net calorific value (CV) per m3 of the fuel/air mix at 25°C
(ii) the net calorific value (CV) per kmol of the fuel/air mix at 25°C.

(e) Determine the composition of the flue gases by volume (assuming the inlet air is dry):

(i) on a wet basis
(ii) on a dry basis.

(f) Determine the maximum flame temperature.

(g) State how varying the amount of excess air may affect the flame temperature.

(h) Determine the ‘furnace efficiency' if the flue gases leave the boiler at 300°C.

(i) If 5% of the heat available for steam production is lost to the atmosphere, determine the amount of steam raised per hour when the total flow of flue gases is 1400 kmol h-1.

(j) Determine the dew point temperature assuming that the flue gas pressure is 1.00 bar and the inlet air:

(i) is dry

(ii) contains 0.8 kg water per kmol of air at the temperature of the inlet air.

(k) If the flue gases exiting the boiler are used to preheat the water fed to the boiler from a temperature of 28°C to 90°C and assuming:

- a mean specific heat capacity for water over this temperature range to be 4.2 kJ kg-1 K-1

- a mean molar heat capacity for the flue gases up to 300°C to be 31 kJ kmol-1 K-1

- 10% of the heat required to heat the water is lost in the heat exchanger

- all water entering the system is converted to steam

determine the final outlet temperature of the flue gas and state if the dew point will be reached in both of the cases given in part (j).

(l) Give two advantages of preheating the water in this way and one disadvantage.

(m) Give two reasons why the presence of any sulphur in the fuel mix would be undesirable.

APPENDIX

Temperature °C H2

N2

Enthalpy (hIJ kmol-1)
CO             CO2

02

H2O

25 0.00

0.00

0.00

0.00

000

0.00

100

2.17

2.19

2.19

2.90

2.22

2.54
200

5.10

5.13

5.14

7.11

526

5.99

300

8.03

8.10

8.14

11.64

840

9.46

400

10.96

11.13

11.20

16.43

11.63

13.20

500

13.91

14.24

14.34

21.43

14.95

16.98

600

16.88

17.40

17.55

26.61

1833

20.89

700

19.87

20.62

20.81

31.94

21.78

24.91

800

22.91

23.91

24.15

37.41

25.28

29.08

900

25.92

27.27 27.55

43.01

28.85

33.37
1000

29.10

30.64

30.97

48.66

32.42

37.74

1100 32.27

34.09

34.44

54.46

36.05

42.26
1200

35.46

37.56

37.95

60.26

39.69

46.85

1300

38.71

41.06

41.49

66.14

43.36 51.57
1400

41.96

44.55

45.01

71.96

47.01

56.24

1500 45.24

48.08

48.58 78.37

50.66

61.08

1600 48.30

51.72

52.24

84.08

54.53

65.61

1700

52.04

55.25

55.81

89.06

58.24

71.04

1800 55.49

58.89

59.46

96.16

62.05

76.10

1900

58.92

62.46

63.06

102.13

65.81

81.17

2000 62.41

66.10

66.72

108.32

69.65

86.24
2100

65.92

69.74

7038

114.42

73.50 91.39
2200 69.43 73.34

74.01

120.57 77.32

96.62

TABLE 9

Enthalpy of various combustion gases at different temperatures

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