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Book - School of Science and Technology

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Combustion processes 319with any sulphur trioxide present to form sulphuric acid. This occurs when temperaturesfall much below about 130 C.In order to reduce the prospects <strong>of</strong> corrosion resultant upon presence <strong>of</strong> sulphurtrioxide, practice is to design for discharge temperatures <strong>of</strong> 250±270 C (some 240 Kaverage above the surrounding atmosphere). Hence, the combustion products hold aconsiderable amount <strong>of</strong> sensible heat in addition to the latent heat within the uncondensedwater vapour which has been referred to previously. This sensible heat may, inturn, be quantified as being proportional to the mass <strong>of</strong> the total products including anyexcess air carried over which serves to re-emphasise the importance <strong>of</strong> setting <strong>and</strong>maintaining an optimum quantity <strong>of</strong> excess.Flue gas analysisCarbon being one <strong>of</strong> the principal components <strong>of</strong> most practical fuels, knowledge <strong>of</strong> theproportion <strong>of</strong> carbon dioxide present in the products provides a useful indication <strong>of</strong>completeness <strong>of</strong> combustion. Dilution <strong>of</strong> these products with excess air leads to a paralleldecrease in the proportion <strong>of</strong> carbon dioxide present <strong>and</strong> thus measurement <strong>of</strong> the CO 2content provides a relatively simple criterion which indicates not only the degree to whichthe combustion reactions have been completed but also the proportion <strong>of</strong> excess airadmitted.Taking the simplest case <strong>of</strong> pure carbon as an example, it may be seen from Table 12.1that, for the ideal state <strong>of</strong> complete combustion, the CO 2 content <strong>of</strong> the products byvolume is:CO 2 ˆ 100 (3:67/44)=[(3:67/44) ‡ (8:84/28)]ˆ 8:3/(0:083 ‡ 0:317) ˆ 21%( max )If 50% excess air were admitted, the CO 2 content would then be:CO 2 ˆ 8:3/[0:4 ‡ 0:5(2:67/32 ‡ 0:317)]ˆ 8:3/(0:4 ‡ 0:2) ˆ 13:8%In the case <strong>of</strong> plants larger than those within the scope <strong>of</strong> this present chapter, it isnecessary to be aware not only <strong>of</strong> the carbon dioxide content <strong>of</strong> the products <strong>of</strong> combustionbut also that <strong>of</strong> other components such as oxygen, carbon monoxide <strong>and</strong> the sulphuroxides, etc.Calorific valueThe calorific value <strong>of</strong> a fuel is the quantity <strong>of</strong> heat energy released as a result <strong>of</strong> thecomplete combustion <strong>of</strong> unit mass. As described in Chapter 10 (p. 261), two values arenormally quoted, the gross or higher <strong>and</strong> the net or lower. For ease <strong>of</strong> reference, these aredefined here again: the gross calorific value includes the latent heat within any watervapour formed as a result <strong>of</strong> the combustion <strong>of</strong> hydrogen <strong>and</strong> the net calorific valueexcludes this constituent.It is not normally practicable to recover this latent heat by condensing the water vapour<strong>and</strong> thus the net calorific value is the more useful figure except in the case <strong>of</strong> condensingboilers where the gross value is the more meaningful. Since, again as may be seen from

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