How do I calculate the air required and flue gas composition for combustion of solid fuels?

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How do I calculate the air required and flue gas composition for combustion of solid fuels?
Date posted: 7th Jul 2003
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  espadmin

1. Background

In order to engineer specific industrial [GLOSS]combustion[/GLOSS] processes it is necessary:

· To understand the thermal and combustion characteristics of the [GLOSS]fuel[/GLOSS]s available and the quality of their products of combustion (See Combustion Files (CF) 62 and 227).

· Further it is important to understand the characteristics of the [GLOSS]comburent[/GLOSS]s available (see CF61).

· To calculate the required comburent flow rate for given [GLOSS]furnace[/GLOSS] operating conditions.

· To calculate the exhaust or [GLOSS]flue gas[/GLOSS] composition and flow rate.

The present Combustion File details the elementary calculations required for the combustion of solid fuels.

2. Comburent requirements for combustion

Initially the oxygen requirements must be calculated.

The solid fuel considered is a [GLOSS]coal[/GLOSS], namely that specified in CF225.

Chemical reactions

Solid fuels mainly consist of the combustible elements C, H, and S. They also contain O, N, water and ash, which do not react in significant amounts with oxygen.

All gases are assumed to be perfect; therefore 1 kilo-[GLOSS]mole[/GLOSS] (kmole) of gas has a volume of 22.41 m³ at 1 atm and 273K ([GLOSS]STP[/GLOSS]).

The composition of solid fuels is usually given in weight fractions (kg/kg fuel), which are specified with the lower-case character of the substance, or in percent by weight.

As an example of a solid fuel, a typical steam coal is shown in Table 1 below. As indicated in CF225, the essential contributions to the calorific value of the fuel are from Carbon, Hydrogen and Sulphur.

Symbol	C	H	N	S	O	Ash	Water
% by weight	76	5	1	2	3	6	7

Symbol	c	h	n	s	o	a	w
Mass fraction [kg/kg]	0.76	0.05	0.01	0.02	0.03	0.06	0.07

Table 1: Analysis of a coal

The general combustion reactions are given in Table 2.

C	+	O₂	=>	CO₂
1 kmole		1 kmole		1 kmole
12 kg		32 kg		44 kg
12 kg		22.41 m³		22.41 m³
1 kg		1.867 m³		1.867 m³

2 H₂	+	O₂	=>	2 H₂O
2 kmole		1 kmole		2 kmole
4kg		32 kg		36 kg
4 kg		22.41 m³		44.82 m³
1 kg		5.603 m³		11.205 m³

S	+	O₂	=>	SO₂
1 kmole		1 kmole		1 kmole
32 kg		32 kg		64 kg
32 kg		22.41 m³		22.41 m³
1 kg		0.700 m³		0,700 m³

Table 2: General Combustion Reactions

These numbers apply for complete (or [GLOSS]stoichiometric[/GLOSS]) combustion where the minimum required amount of oxygen (O_2,min), is available.

Using air as the comburent instead of pure oxygen

For these calculations dry air is assumed; i.e. it contains no water.

Since dry air contains approximately 21% oxygen and approximately 78% nitrogen, 4.76 as much air as oxygen must be used to achieve complete combustion (1/0.21=4.76).

Fuels can also contain oxygen, which may reduce the amount of air required (also called the[GLOSS]stoichiometric air requirement[/GLOSS]).

In industrial combustion it is necessary to use more oxygen than required, the ratio O₂/ O_2,min of actually used oxygen to O_2,min is called [GLOSS]excess air ratio[/GLOSS]and has the symbol l (Lambda), for stoichiometric combustion l = 1.

Calculation of the stoichiometric air requirement

It is now possible to derive an equation for A_min, the minimum volume of air per unit weight [kg] of fuel required for complete combustion. This equation uses the mass fraction of the fuel components as input parameters.