Thermofluids -Finding the temperature of Combustion

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SUMMARY

The discussion focuses on calculating the adiabatic temperature of combustion for 1 kmol of gaseous methane (CH4) mixed with air at 1 bar and 298 K. The estimated adiabatic temperature is approximately 2743 K. The combustion equation was balanced to CH4 + 2[O2 + (79/21)N2] → CO2 + 2H2O + 7.5N2. The challenge lies in determining the enthalpy of reactants, as the heats of formation at the reference temperature yield zero values, complicating the calculation.

PREREQUISITES
  • Understanding of combustion equations and stoichiometry
  • Familiarity with thermodynamic principles, specifically enthalpy and internal energy
  • Knowledge of steam tables for reference temperatures and properties
  • Ability to perform calculations involving heats of formation
NEXT STEPS
  • Research the heats of formation for methane, oxygen, nitrogen, carbon dioxide, and water
  • Learn how to calculate the heat of reaction at standard conditions (1 bar and 298 K)
  • Study the concept of adiabatic combustion and its implications in thermodynamics
  • Explore the use of software tools for combustion analysis, such as CHEMCAD or Aspen Plus
USEFUL FOR

Chemical engineers, thermodynamics students, and professionals involved in combustion analysis and energy systems will benefit from this discussion.

Tommybc
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Question:
1 kmol of gaseous methane (CH 4) is mixed with the correct amount of air in a closed vessel. The pressure and temperature of the mixture are 1 bar and 298 K respectively. The mixture is ignited. Estimate the adiabatic temperature of combustion.

Answer: ~2743 K

OK, so first I acquired the combustion equation and found the number of moles for stoichmetric conditions.

CH4 + x[O2+ (79/21)N2] → ACO2 + BH2O +CN2

Here by balancing the equation, I found that
CH4 + 2[O2+ (79/21)N2] → CO2 + 2H2O +7.5N2

Now I have a reference temperature, 298K which conveniently is 25° at 1 bar. This reads well with my steam table book for the products and reactants.

Considering Enthalpy of reactants: ΔH0=ΔU0+pdv=∑micp(T0-Tref)

I can find the mass of constitutes but what about the enthalpys? At the referenced temperature I find Methane, O2 and N2 to be zero which makes the equation unsolvable. Could anyone point me in the right direction at least giving me the correct steps for this.

Many thanks

Tom
 
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What are the heats of formation of the reactants and of the products from your table? From these values, you should be able to calculate the heat of reaction at 1 bar and 298. What is that?

Chet
 

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