Is My Chemical Equation for Fuel-Rich Ethylene Combustion Correct?

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SUMMARY

The discussion centers on the combustion of ethylene (C2H4) in a fuel-rich environment, specifically with an equivalence ratio (phi) greater than 1. The reactants include ethylene and nitrogen (N2), with a stoichiometric ratio of 40 moles of nitrogen for every mole of ethylene. The combustion process produces carbon dioxide (CO2) and water vapor (H2O) as products, while ambient air is injected before the catalyst at a temperature of 400 K. The key focus is on determining the correct stoichiometric coefficients for the combustion equation and the ratio of air to ethylene.

PREREQUISITES
  • Understanding of combustion chemistry and stoichiometry
  • Familiarity with the concept of equivalence ratio in combustion
  • Knowledge of chemical reaction balancing
  • Basic principles of thermodynamics related to enthalpy (Hr = Hp)
NEXT STEPS
  • Calculate the stoichiometric ratio for ethylene combustion with oxygen
  • Learn about the effects of equivalence ratio on combustion efficiency
  • Explore the role of catalysts in hydrocarbon combustion
  • Investigate the thermodynamic properties of combustion products at varying temperatures
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Chemical engineers, combustion researchers, and students studying thermodynamics and chemical reaction engineering will benefit from this discussion.

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Homework Statement



An engine is operated slightly fuel rich (phi>1). Ethylene (C2H4) and inert nitrogen (N2) are the reactants and there are 40 mol of nitrogen for every mol of ethylene. The hydrocarbons are burned over a catalyst and converted to carbon dioxide (CO2) and water vapor (H20) only. Ambient air at 298 K with a composition of 1 mol of oxygen to 4 mol of nitrogen (O2 + 4N2) is injected before the catalyst. The catalyst is maintained at 1000 K. The temperature before the injection of the catalyst is 400 K. Calculate moles of air to moles of ethylene.

Homework Equations



C2H4 + 40 N2 + (a/phi) (O2 + 4N2) --> b CO2 + c H20 (gas) + d N2, where phi is the equivalence ratio and a, b, c, and d are stoichiometric coefficients

Hr = Hp



The Attempt at a Solution



For the equation I have written in (2), should O2 be included in the products? Should N2 be included in the products? I think if I can write the equation correctly, I know how to use mass balance and Hr = Hp to solve for the stoichiometric coefficient of air.

So my major question is, is my chemical equation right? If not, how do I correct it?
 
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All you need to start is to determine the stoichiometric ratio between pure ethylene and pure oxygen. Write that equation first. Next you will determine the ratio of air (oxygen plus nitrogen) to fuel (ethylene plus nitrogen).

Your problem gives you the information that the fuel is composed of a ratio of 40 moles Nitrogen to 1 mole of ethylene... or that ethylene is 1/41 parts of the fuel gas composition. Likewise the air contains 1 mole of oxygen (as O2) to 5 moles of air (oxygen plus nitrogen) or is 1/5 parts of the air composition.

Can you take it from here?
 

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