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##### CHE 112

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**CHE 112**Chapter 6 Thermochemistry**Course Introduction**• Prerequisites • Course Policy and Grading • Homework • Shopping List • Lab Start up**Chapter 6 Overview**• Energy, work and heat • 1st Law of Thermodynamics • Enthalpy, H**Energy**• Defined: capacity to do work • PE (composition or location) • KE = ½ m v 2 3 types of molecular motion • work = f x d ( where f = ma ) work and energy have SAME units, joules![algebraic proof in text]**Systems**• System vs surroundings • Three types of systems open - matter and energy exchange closed - only energy exchanged isolated – no energy /matter exchanged**Internal Energy, U**• U defined: total energy withinsystem KE and PE molecular motion, KE bonding, PE • Heat, “q” transferred energy (joules) • Work, w = - P Δ V • State functions**1st Law Δ U = q + w**Sign Conventions [very impt] + energy absorbed by systemq > 0 heat absorbed from surroundings w > 0 work done ON system [compression] - energy lost by systemq < 0 heat given off by system to surroundings w< 0 work done by system [ expansion] see example 6.1B page 223**Terms**• Adiabatic [ thermal insulation], q =0 • Exothermic • Endothermic**Che Reactions**• @ V = constant w = 0 So, ΔU = qv • @ P = constant ΔU = qp + w = qp - P ΔV • Or qp = ΔU + P ΔV**EnthalpyH = U + PV**• @ P = constant, qp = ΔH = ΔU + PΔV • ΔH extensive a state function qp = ΔH, unique value ; “heat of rxn” • Recall, exo and endo • Enthalpy Diagrams or Energy Profiles**ΔH and Stoichiometry**Example: Given H2 + Cl2 → 2 HCl ΔH = - 184 KJfind ΔH if a) 12.8 g H 2 react b) 6.25 mol. HCl form**Heat Capacity and Specific Heat**• C = q / ΔT mass dependent ( extensive) • Intensive molar C or SH • SH = q / m ΔT q = SH x mass x ΔT • RE: lab determination of SH of a metal [ p. 233 ex. 6.9 ]**Hess’ Law of Heat Summation**A + B → C + D ΔH1 C + B → E + F ΔH2 ___________________________________ A + 2B → D + E + F ΔHrxnΔHrxn = ΔH1 +ΔH2 Example page 237 sec 6.6**Standard Enthaply of FormationΔHf0**• Define: standard state • “standard heat of formation” • ΔHf0 = 0 for elements • See table 6.2 page 240 ΔHrxn0 = ∑ ΔHp0 - ∑ ΔHr0 using molar coeffsexample 6.15 page 241**End Ch 6**• You may skip sec 6.8 • Homework questions? logoff