Training on Technologies for Converting Waste Agricultural Biomass into Energy Organized by United Nations Environment Programme (UNEP DTIE IETC) 23-25 September, 2013 San Jose, Costa Rica Basics of Combustion Surya Prakash Chandak Senior Programme Officer International environmental Technology Centre Division of Technology, Industry and Economics Osaka, Japan BASICS OF COMBUSTION • Combustion Generation of heat through rapid chemical reactions of fuels is known as combustion • Products of Combustion - CO2 H2O NO2 SO2 CO, HCs, NOX, SOX, …. Complete Combustion Incomplete Combustion BASICS OF COMBUSTION Main parameters for proper combustion - Temperature: To initiate and sustain combustion - Turbulence: For proper mixing of fuel and air - Time: Sufficient for complete combustion 3T’s : Time, Temperature, Turbulence BASICS OF COMBUSTION • Combustion Flame of different fuels BASICS OF COMBUSTION • Combustion Reactions During combustion, molecules undergo chemical reactions. The reactant atoms are rearranged to form new combinations (oxidized). The chemical reaction can be presented by reaction equations. However, reaction equations represent initial and final results and do not indicate the actual path of the reaction, which may involve many intermediate steps and intermediate products. This approach is similar to thermodynamics system analysis, where only end states and not path mechanism are used. BASICS OF COMBUSTION • Combustion Reactions Types of combustion reactions: - Exothermic: Heat is released - Endothermic: Heat is absorbed BASICS OF COMBUSTION • Combustion Reactions Exothermic Endothermic +3000 C + 4H + 4O +2000 Break two “O=O” bonds Form two “C=O” bonds + 988 kJ/mol -1598 kJ/mol C + 4H + 2O2 CO2 + 4H + 2O +1000 Break four “CH” bonds Form four “O-H” bonds + 1644 kJ/mol 0 CH4 + 2O2 (Reactants) -1836 kJ/mol Net energy change -802 kJ/mol Exothermic – gives off heat energy -1000 CO2 + 2H2O (Products) BASICS OF COMBUSTION • Combustion Reactions Some fundamental reactions of combustion: C + O2 CO2 + 33.8 MJ/kg-C 2H2 + O2 2H2O + 121.0 MJ/kg-H S + O2 SO2 + 9.3 MJ/kg-S 2C + O2 2CO + 10.2 MJ/kg-C Note: Above equations are in accordance with conservation of mass. For example consider the first reaction: - 1 kmol C + 1 kmol O2 1 kmol CO2, or - 12 kg C + 32 kg O2 44 kg CO2, or - 0 vol. C + 1 vol. O2 1 vol. CO2. BASICS OF COMBUSTION • Combustion Reactions In fuels, the combustion reactions are more complex than above: In general, air is used in combustion than pure oxygen Fuels consists of many elements such as C, H, N, S, O In addition to complete combustions, fuels undergo incomplete combustions too. Heat generation during combustion: - Combustion reactions together with enthalpies of components could be used to predict the net heat generation. - This needs identification of all the combustion products. BASICS OF COMBUSTION • Composition of Air On a molar (or volume) basis, dry air is composed of: – 20.9% oxygen O2 – 78.1% nitrogen N2 – 0.9% CO2, Ar, He, Ne, H2, and others A good approximation of this by molar or volume is: 21% oxygen, 79% nitrogen Thus, each mole of oxygen is accompanied 0.79/0.21 = 3.76 moles of nitrogen BASICS OF COMBUSTION • Composition of Air At ordinary combustion temperatures, N2 is inert, but nonetheless greatly affects the combustion process because its abundance, and hence its enthalpy change, plays a large part in determining the reaction temperatures. - This, in turn, affects the combustion chemistry. Also, at higher temperatures, N2 does react, forming species such as oxides of nitrogen (NOx), which are a significant pollutant. BASICS OF COMBUSTION • Stoichiometry and Air/Fuel Ratios Oxidation all the elements or components in a fuel is known as complete combustion or “Stoichiometric Combustion”. The amounts of fuel and air taking part in a combustion process are often expressed as the ‘air to fuel’ ratio: mair AFR . m fuel Minimum amount of air (or oxygen) required to have a complete combustion is represented by Stoichiometric Ratio AFRstoich. For a fuel CxHyOz AFRStoich 34.32 4 x y 2 z . 12 x y 16 z BASICS OF COMBUSTION • Stoichiometry and Air/Fuel Ratios Eg: Combustion of Methane CH4 + 2(O2 + 79/21N2 ) CO2 + 2H2O + 158/21N2 Therefore, AFRStoich = (232 + 22879/21)/(12 + 41) = 17.16 Fuel Very light fuel oil Light fuel oil Medium heavy fuel oil Heavy fuel oil Generic Biomass Coal A LPG (90 P : 10 B) Carbon Phase liquid liquid liquid liquid solid solid gas solid AFRStoich 14.27 14.06 13.79 13.46 5.88 6.97 15.55 11.44 BASICS OF COMBUSTION • Stoichiometry and Air/Fuel Ratios In order to obtain complete combustion, supply of excess amount of air (or oxygen) is required in practice. The amount of excess air required depends on the properties of the fuel and the technology of the combustion device. Amount of excess air is usually represented by the equivalence ratio, φ, or the ‘lambda’ ratio λ: BASICS OF COMBUSTION • Stoichiometry and Air/Fuel Ratios Eg: Fuel Type of Furnace or Burners Pulverized Coal Crushed coal Coal Fuel oil Acid sludge Natural coke ovens and refinery gas Blast furnace gas Wood Bagasse Black liquor Completely water-cooled furnace for slag-tap or dry-ashremoval Partially water cooled furnace for dry-ash-removal Excess air % by weight 15 – 20 15 - 40 Cyclone furnace – pressure or suction Spreader stroker Water-cooled vibrating grate stroker Chain-grate and traveling grate strokers Underfeed stroker 10 - 15 30 – 60 30 – 60 15 – 50 20 - 50 Oil burners, register type Multi-fuel burners and flat-flame Cone and flat-plate-type burners, steam-atomized Register-type burners Multi-fuel burners Intertube nozzle-type burners Dutch oven and Hofft-type All furnaces Recovery furnace for kraft and soda-pulping processes 5 – 10 10 - 20 10 - 15 5 – 10 7 - 12 15 - 18 35 – 50 25 - 35 5-7 BASICS OF COMBUSTION • Combustion Reactions of Fuels Complete combustion of hydrocarbons: y 2x y y 2x CH y O x 1 O 3 . 76 N CO H O 3 . 76 1 2 N 2 Heat. 2 2 2 4 2 4 Incomplete combustion of hydrocarbons : C x H y O z pO 2 3.76 N 2 CO H 2 CH 4 r NOX s O 2 CO2 H 2O 3.76 p N 2 Heat. BASICS OF COMBUSTION • Estimation of Heating Values Eg: Methane: CH4 + 2(O2 + 79/21N2 ) CO2 + 2H2O + 158/21N2 Enthalpies CH4 : -4.667 MJ/kg; O2 : 0.0; N2 : 0.0 CO2 : -8.942 MJ/kg; H2O : -13.423 MJ/kg (Gas) / -15.866 MJ/kg (Liquid) (i) Net Calorafic Value NCV = - (Hproducts – Hreactants)/mass of CH4 = - [{-8.94244 + -13.423218} – {-4.66716}]/16 = 50.125 MJ/kg (ii) Gross Calorafic Value GCV = - (Hproducts – Hreactants)/mass of CH4 = - [{-8.94244 + -15.866218} – {-4.66716}]/16 = 55.622 MJ/kg Note: NCV = GCV – (Mwater/Mmethane)hfg = 55.622 – (36/16)2.443 = 50.125 MJ/kg.