Write the stoichiometric ideal combustion equation with Propane.

Find the $HHV$ and $LHV$ in $k\frac{J}{k}g$ assuming stoichiometric combustion of liquid Propane.

Using the method shown in class, show that for a stoichiometric reaction of gaseous

Propane, the adiabatic flame temperature will be in between $2000-2500K.$ The combustion

occurs at constant pressure and the reactants are supplied at $298K.$Write the stoichiometric ideal combustion equation with Propane.

Find the $HHV$ and $LHV$ in $k\frac{J}{k}g$ assuming stoichiometric combustion of liquid Propane.

Using the method shown in class, show that for a stoichiometric reaction of gaseous

Propane, the adiabatic flame temperature will be in between $2000-2500K.$ The combustion

occurs at constant pressure and the reactants are supplied at $298K.$