Introductory Inorganic Chemistry
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1 Introductory Inorganic Chemistry What is Inorganic Chemistry?
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6 As: 1s 2 2s 2 2p 6 3s 2 3p 6 4s 2 3d 10 4p 3
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8 Classes of Inorganic Substances Elements Ionic Compounds Covalent Compounds Atomic/Molecular Gases Ar, N 2 Simple (binary) NaCl Simple (binary) NH 3, H 2 O, SO 2 Molecular Solids P 4, S 8, C 60 Complex (polyatomic ions) Na 2 (SO 4 ) Complex (polyatomic) As(C 6 H 5 ) 3, organometallic compounds Network Solids Network ions Network Solids diamond, graphite (C ) Mg 3 (Si 2 O 5 )(OH) 2 (talc) SiO 2, polymers red phosphorus (P ) Solid/Liquid Metals Hg, Ga, Na, Fe, Mg
9 Elements Atomic/Molecular Gases Ar, N 2, O 2, Br 2 Molecular Solids P 4, S 8, C 60 Network Solids diamond, graphite (C ) red phosphorus (P ) Solid/Liquid Metals Hg, Ga, Fe, Na, Mg
10 Ionic Compounds Simple (binary) NaCl Complex (polyatomic ions) Na 2 (SO 4 ), Na 2 Mg(SO 4 ) 2 Network ions Mg 3 (Si 4 O 10 )(OH) 2 (talc)
11 H O H H N H F F H P F Covalent Compounds F Simple Molecular (binary) F NH 3, H 2 O, CO 2, SO 2 Complex Molecular As(C 6 H 5 ) 3, organometallic compounds Network Solids SiO 2, polymers
12 Review of Concepts Thermochemistry: Standard state: K, 1 atm, unit concentration Enthalpy Change, H H = ΣH products - ΣH reactants Entropy Change, S Free Energy Change, G G = H - T S At STP: G = H - ( K) S
13 Standard Enthalpy of Formation, H f H for the formation of a substance from its constituent elements Standard Enthalpy of Fusion, H fus Na (s) Na (l) Standard Enthalpy of Vapourization, H vap Br 2(l) Br 2(g) Standard Enthalpy of Sublimation, H sub P 4(s) P 4(g) Standard Enthalpy of Dissociation, H d ½Cl 2(g) Cl (g) Standard Enthalpy of Solvation, H sol Na + (g) Na + (aq)
14 Ionization Enthalpy, H ie The enthalpy change for ionization by loss of electron(s) Na (g) Na + (g) + e - H ie = 502 kj/mol Al (g) Al + (g) + e - Al + (g) Al 2+ (g) + e - Al 2+ (g) Al 3+ (g) + e - Thus: Al (g) Al 3+ (g) + e - H ie = 578 kj/mol H ie = 1817 kj/mol H ie = 2745 kj/mol H ie = 5140 kj/mol
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18 Electron Attachment Enthalpy, H ea The enthalpy change for the gain of an electron Cl (g) + e - Cl - (g) H ea = -349 kj/mol O (g) + e - O - (g) O - (g) + e - O 2- (g) H ea = -142 kj/mol H ea = 844 kj/mol Electron Affinity, EA = - H ea + 5/2 RT EA = - H ea
19 Not easy to measure so many are missing
20 Why should we care about these enthalpies? They will provide us information about the strength of bonding in solids. H sub H ie Na (s) Na (g) Na + (g) ½Cl 2(g) Cl (g) Cl - (g) H d H ea Lattice Energy, U H f NaCl (s)
21 Bond Energy, E A-B Diatomic: H-Cl (g) H (g) + Cl (g) H = 431 kj/mol Polyatomic: H-O-H (g) H (g) + O-H (g) O-H (g) H (g) + O (g) Thus: H-O-H (g) 2 H (g) + O (g) H = 497 kj/mol H = 421 kj/mol H = 918 kj/mol Average O-H bond energy = 918 / 2 E O-H = 459 kj/mol
22 H H H 2 N-NH 2(g) 4 H (g) + 2 N (g) H = 1724 kj/mol N N NH 3(g) 3 H (g) + N (g) H = 1172 kj/mol H H Thus average N-H bond energy = 1172 / 3 E N-H = 391 kj/mol Since 1724 = 4 E N-H + E N-N We can estimate N-N bond energy to be: (391) = 160 kj/mol
23 O O Me C + H H Me C Me H H Me E H-H = 436 kj/mol E C=O = 745 kj/mol E C-H = 414 kj/mol E C-O = 351 kj/mol E O-H = 464 kj/mol H rxn = ΣE(bonds broken) ΣE(bonds formed) H rxn = ( ) ( ) kj/mol H rxn = -48 kj/mol
24 Remember that such calculated bond energies can change For H 2 N-NH 2(g) : E N-N = 160 kj/mol For F 2 N-NF 2(g) : E N-N = 88 kj/mol For O 2 N-NO 2(g) : E N-N = 57 kj/mol They are only a rough approximation and predictions must be made cautiously.
25 Free Energy Change, G = H - T S At STP: G = H - ( K) S The two factors that determine if a reaction is favourable: If it gives off energy (exothermic) H = ΣH products - ΣH reactants H < 0 If the system becomes more disordered S = ΣS products - ΣS reactants S > 0 If G < 0, then reaction is thermodynamically favourable
26 G lets us predict where an equilibrium will lie through the relationship: G = -RT ln K aa + bb + cc + hh + ii + jj + K = [ ] h [][ i ] j H I J [ A] [ B] [C] a b c So if G < 0, then K > 1 and equilibrium lies to the right. There are three possible ways that this can happen with respect to H and S.
27 If both enthalpy and entropy favour the reaction: i.e. H < 0 and S > 0 then G < 0. S (s) + O 2(g) SO 2(g) H = kj/mol T S = 7.5 kj/mol G = kj/mol If enthalpy drives the reaction: i.e. H < 0 and S < 0, but H > T S, then G < 0. N 2(g) + 3 H 2(g) 2 NH 3(g) H = kj/mol T S = kj/mol G = kj/mol If entropy drives the reaction: i.e. H > 0 and S > 0, but H < T S, then G < 0. NaCl (s) Na + (aq) + Cl- (aq) H = 1.9 kj/mol T S = 4.6 kj/mol G = -2.7 kj/mol
28 How do people obtain these values? Measure change in equilibrium constants with temperature to get H using the relationship: ln ln ln K o 1 H 1 K1 K2 = = K2 R T 1 T 1 2 Measure the equilibrium constant for the equilibrium, then determine G using the relationship? : Often not that easy G = -RT ln K
29 Reduction-Oxidation (RedOx) reactions: Reduction gain of electrons Oxidation loss of electrons E, the standard potential for an equilibrium, gives access to G through the following relationship: G = - nf E where, n = number of electrons involved F = Faraday s constant = kj mol -1 V -1 e --1 Note: if G < 0, then must be E > 0 So favourable reactions must have E > 0
30 Half-Cell Reduction Potentials Al 3+ (aq) + 3 e - Al (s) E = V Sn 4+ (aq) + 2 e - Sn 2+ (aq) E = 0.15 V thus for: 2 Al (s) + 3 Sn 4+ (aq) 2 Al 3+ (aq) + 3 Sn 2+ (aq) E = -(-1.67 V) + (0.15 V) = 1.82 V for 6 electrons So: G = - nf E = - (6 e - )F (1.82 V) = kj/mol
31 Oxidation state diagrams (Frost Diagrams) Relative Energy vs. Oxidation State (under certain conditions) Provides: - Relative stability of oxidation states -Energies available or required for RedOx reactions (the slope between reactant and product)
32 Oxidation state diagrams (Frost Diagrams) Some important information provided by Frost diagrams:
33 Oxidation state diagrams (Frost Diagrams) The diagram for Mn displays many of these features. The most useful aspect of Frost diagrams is that they allow us to predict whether a RedOx reaction will occur for a given pair of reagents and what the outcome of the reaction will be. This is described in the handout.
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