Tuesday, October 22, 2019
Heat of Formation Worked Example Problem
Heat of Formation Worked Example Problem Heat of formation is the enthalpy change that occurs when a pure substance forms from its elements under conditions of constant pressure. These are worked example problems calculating the heat of formation. Review The symbol for the standard heat of formation (also known as the standard enthalpy of formation) is ÃâHf or ÃâHfà ° where: Ãâ indicates a change H indicates enthalpy, which is only measured as a change, not as an instantaneous value à ° indicates a thermal energy (heat or temperature) f means formed or that a compound is being formed from its component elements You may wish to review the Laws of Thermochemistry and endothermic and exothermic reactions before you begin. Tables are available for heats of formation of common compounds and ions in aqueous solution. Remember, heat of formation will tell you whether heat was absorbed or released and the quantity of heat. Problem 1 Calculate ÃâH for the following reaction: 8 Al(s) 3 Fe3O4(s) ââ â 4 Al2O3(s) 9 Fe(s) Solution ÃâH for a reaction is equal to the sum of the heats of formation of the product compounds minus the sum of the heats of formation of the reactant compounds: ÃâH à £ ÃâHf products - à £ ÃâHf reactants Omitting terms for the elements, the equation becomes: ÃâH 4 ÃâHf Al2O3(s) - 3 ÃâHf Fe3O4(s) The values for ÃâHf may be found in the Heats of Formation of Compounds table. Plugging in these numbers: ÃâH 4(-1669.8 kJ) - 3(-1120.9 kJ) ÃâH -3316.5 kJ Answer ÃâH -3316.5 kJ Problem 2 Calculate ÃâH for the ionization of hydrogen bromide: HBr(g) ââ â H(aq) Br-(aq) Solution ÃâH for a reaction is equal to the sum of the heats of formation of the product compounds minus the sum of the heats of formation of the reactant compounds: ÃâH à £ ÃâHfà products - à £ ÃâHfà reactants Remember, the heat of formation of Hà is zero. The equation becomes: ÃâH ÃâHfà Br-(aq) - ÃâHfà HBr(g) The values for ÃâHfà may be found in the Heats of Formation of Compounds of Ionsà table. Plugging in these numbers: ÃâH -120.9 kJ - (-36.2 kJ) ÃâH -120.9 kJ 36.2 kJ ÃâH -84.7 kJ Answer ÃâH -84.7 kJ
Subscribe to:
Post Comments (Atom)
No comments:
Post a Comment
Note: Only a member of this blog may post a comment.