Adiabatic flame temperature Sample Clauses

Adiabatic flame temperature. ‌ Analytical solution for adiabatic flame temperature Calculation of adiabatic flame temperature for a given composition of reactants and combustion products may be used as a relatively simple verification problem for combustion modelling. Calculation of adiabatic flame temperature is based on the energy conservation law for the closed system. Assuming constant pressure process the enthalpy conserves: hreactants (T0 , 1atm) = h products (Tad , 1atm), (2.5.4) where hreactants (T0 , 1atm) is enthalpy of reactants at the standard state, T0 is initial temperature (usually taken as standard state temperature T0=250C), p is standard state pressure (p=1 atm), h products (Tad , 1atm) is enthalpy of combustion products at the sought adiabatic flame temperature Tad and the same pressure 1 atm. Adiabatic flame temperature Tad may be found using expression for enthalpy of species i as function of temperature: T h = h0 + c (T )dT = h0 + c p (T − T ), fi ∫ pi fi i 0 T0 (2.5.5) where 0 is i-th species enthalpy of formation (enthalpy at standard state), h i cpi
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