Chapter 8 Concepts of Chemical. Bonding

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1 Chapter 8 Concepts of

2 8.1 Bonds Three basic types of bonds: Ionic Electrostatic attraction between ions Covalent Sharing of electrons Metallic Metal atoms bonded to several other atoms. Electrons are free to move around the structure.

3 Lewis Symbols Electrons involved in chemical bonding are the valence electrons. G.N. Lewis ( ) suggested a simple way of showing the valence electrons in an atom. Lewis electron-dot structures: consist of the chemical symbol for the element plus a dot for each valence electron.

4 Octet Rule Atoms tend to gain, lose, or share electrons until they are surrounded by eight valence electrons. An octet of electrons consists of full s and p subshells in an atom. There are many exceptions to the octet rule, but it provides a useful framework for many important concepts of bonding.

5 8.2 Ionic Electron transfer

6 Energetics of Ionic As we saw in the last chapter, it takes 495 kj/mol to remove electrons from sodium.

7 Energetics of Ionic We get 349 kj/mol back by giving electrons to chlorine.

8 Energetics of Ionic But these numbers don t explain why the reaction of sodium metal and chlorine gas to form sodium chloride is so exothermic!

9 Energetics of Ionic There must be a third piece to the puzzle. What is as yet unaccounted for is the electrostatic attraction between the newly formed sodium cation and chloride anion.

10 Lattice Energy This third piece of the puzzle is the lattice energy: The energy required to completely separate a mole of a solid ionic compound into its gaseous ions. NaCl(s) Na+ (g) + Cl- (g) DH lattice = +788 kj/mol The energy associated with electrostatic interactions is governed by Coulomb s law: E el = Q 1Q 2 d

11 Lattice Energy Lattice energy, then, increases with the charge on the ions. It also increases with decreasing size of ions.

12 Energetics of Ionic These phenomena also helps explain the octet rule. Metals, for instance, tend to stop losing electrons once they attain a noble gas configuration because energy would be expended that cannot be overcome by lattice energies.

13 Example Arrange the following ionic compounds in order of increasing lattice energy. NaF, CsI, and CaO

14 Solution CsI < NaF < CaO CaO has greatest ionic charge at +2 and -2 Cs+ is larger than Na+ I- is larger than F- The distance between the Na+ and F- ions in NaF will be less than the distance between Cs+ and I- ions in CsI. As a result, the lattice energy of NaF should be greater than that of CsI.

15 Example Which substance would you expect to have the greatest lattice energy? AgCl CuO CrN

16 Solution CrN

17 Calculation of Lattice Energies The Born-Haber Cycle: The formation of an ionic compound as occurring in a series of well-defined steps. We use Hess s Law to put these steps together in a way that gives us the lattice energy for the compound

18 Energetics of Ionic By accounting for all three energies (ionization energy, electron affinity, and lattice energy), we can get a good idea of the energetics involved in such a process.

19 Born-Haber Cycle The enthalpy change for the direct route (red arrow) is the heat of formation of NaCl(s) Na(s) + ½ Cl2(g) NaCl(s) DHf [NaCl(s)]= -411 kj Values are found using Appendix C!

20 Born-Haber Cycle The indirect route consists of five steps, shown by the green arrows.

21 Step 1 We generate gaseous atoms of sodium by vaporizing sodium metal Na(s) Na(g) DHf [Na(g)] = 108 kj Endothermic required energy

22 Step 2 Then we form gaseous atoms of chlorine by breaking the bonds in the Cl2 molecules. 1/2 Cl2(g) Cl(g) DHf [Cl(g)] = 122 kj Endothermic requires energy

23 Steps 3 and 4 Removing an electron from Na (g) to form Na+ (g) and then adding the electron to Cl (g) to form Cl- (g). Na(g) Na+ + e- DH = I1(Na) = 496 kj Cl(g) + e- Cl-(g) DH = E(Cl) = -349 kj Ionization energy found on pg 273 Electron affinity found on pg 276

24 Step 5 Finally, we combine the gaseous sodium and chloride ions to form solid sodium chloride. Because this process is just the reverse of the lattice energy (breaking a solid into gaseous ions), the enthalpy change is the negative of the lattice energy, the quantity we want to determine:

25 Step 5 con t Na+ (g) + Cl- (g) NaCl (s) DH = -DHlattice =? The sum of the five steps in the indirect path gives us the NaCl(s) from Na(s) and 1/2 Cl2(g). Thus from Hess s law we know the sum of the enthalpy changes for these five steps equals that for the direct path.

26 Solution DHf [NaCl(s)]= DHf [Na(g)] + DHf [Cl(g)] + I1 (Na) + E(Cl) DHlattice -411 kj = 108 kj kj kj 349 kj DHlattice Solving for DHlattice = 108 kj kj kj 349 kj kj = 788 kj Thus the lattice energy of NaCl is 788 kj/mol

27 8.3 Covalent In these bonds atoms share electrons. There are several electrostatic interactions in these bonds: Attractions between electrons and nuclei Repulsions between electrons Repulsions between nuclei

28 Covalent Bonds The attractions between nuclei and the electrons cause electron density to concentrate between the nuclei. As a result, the overall electrostatic interactions are attractive. A shared pair of electrons in any covalent bond acts as a king of glue to bind atoms together.

29 Lewis Structures The formation of covalent bonds can be represented using Lewis symbols Examples: Draw: H2, Cl2, NH3, CH4 Multiple Bonds: Doubles and Triples Examples: Draw CO2 and N2 As a rule, the distance between bonded atoms decreases as the number of shared electron pairs increases.

30 8.4 Polar Covalent Bonds Although atoms often form compounds by sharing electrons, the electrons are not always shared equally. Fluorine pulls harder on the electrons it shares with hydrogen than hydrogen does. Therefore, the fluorine end of the molecule has more electron density than the hydrogen end.

31 Polarity Nonpolar covalent bond is one in which the electrons are shared equally between two atoms, as in the Cl2 and N2 examples we just drew. Polar covalent bond, one of the atoms exerts a greater attraction for the bonding electrons than the other. If the difference in relative ability to attract electrons is large enough, an ionic bond is formed.

32 Electronegativity: The ability of atoms in a molecule to attract electrons to itself. On the periodic chart, electronegativity increases as you go from left to right across a row. from the bottom to the top of a column.

33 Vocabulary Electronegativity the ability of an atom IN A MOLECULE to attract electrons to itself. Ionization energy how strongly an atom holds on to its electrons. Electron affinity the measure of how strongly an atom attracts additional electrons.

34 Polar Covalent Bonds and Electronegativity The greater the difference in electronegativity, the more polar is the bond.

35 F =0 Nonpolar HF = 1.9 Polar Covalent LiF = 3.0 Ionic

36 Example Which bond is more polar? Indicate in each case which atom has the partial negative charge. B-Cl or C-Cl

37 Solution Use Figure 8.6 The difference in the electronegativities of chlorine and boron is = 1.0 The difference between chlorine and carbon is = 0.5 Therefore B-Cl is more polar. The chlorine atom carries the partial negative charge because it has a higher electronegativity.

38 Polar Covalent Bonds When two atoms share electrons unequally, a bond dipole results. The dipole moment,, produced by two equal but opposite charges separated by a distance, r, is calculated: = Qr It is measured in debyes (D). A unit that equals 3.34 x Coulomb-meters

39 What this means = Qr For molecules, we usually measure charge in units of electronic charge, e,1.6 x C, and distance in units of angstroms. Suppose we have a charge of 1+ and 1- and are separated by a distance of 1 Angstrom. A dipole moment produced is =(1.60 x C)(1A)(10-10 m/1a)( 1D/3.34x10-30 C-m) = 4.79 D

40 Example The bond length in the HCl molecule is 1.27 Angstroms. Calculate the dipole moment, in debyes, that would result if the charges on the H and Cl atoms were 1+ and 1- respectively.

41 Solution = Qr = (1.60 x C)(1.27A) (10-10 m/1a)(1d/3.34 x C-m) = 6.08 D

42 8.5 Lewis Structures Lewis structures are representations of molecules showing all electrons, bonding and nonbonding.

43 Writing Lewis Structures PCl (7) = Find the sum of valence electrons of all atoms in the polyatomic ion or molecule. If it is an anion, add one electron for each negative charge. If it is a cation, subtract one electron for each positive charge.

44 Writing Lewis Structures Keep track of the electrons: 2. The central atom is the least electronegative element that isn t hydrogen. Connect the outer atoms to it by single bonds = 20

45 Writing Lewis Structures 3. Fill the octets of the outer atoms. Keep track of the electrons: 26 6 = = 2

46 Writing Lewis Structures 4. Fill the octet of the central atom. Keep track of the electrons: 26 6 = = 2 2 = 0

47 Writing Lewis Structures 5. If you run out of electrons before the central atom has an octet form multiple bonds until it does.

48 Writing Lewis Structures Then assign formal charges. For each atom, count the electrons in lone pairs and half the electrons it shares with other atoms. Subtract that from the number of valence electrons for that atom: The difference is its formal charge.

49 Writing Lewis Structures The best Lewis structure is the one with the fewest charges. puts a negative charge on the most electronegative atom.

50 8.6 Resonance This is the Lewis structure we would draw for ozone, O

51 Resonance But this is at odds with the true, observed structure of ozone, in which both O O bonds are the same length. both outer oxygens have a charge of 1/2.

52 Resonance One Lewis structure cannot accurately depict a molecule such as ozone. We use multiple structures, resonance structures, to describe the molecule.

53 Resonance Just as green is a synthesis of blue and yellow ozone is a synthesis of these two resonance structures.

54 Resonance In truth, the electrons that form the second C O bond in the double bonds below do not always sit between that C and that O, but rather can move among the two oxygens and the carbon. They are not localized, but rather are delocalized.

55 Resonance The organic compound benzene, C 6 H 6, has two resonance structures. It is commonly depicted as a hexagon with a circle inside to signify the delocalized electrons in the ring.

56 8.7 Exceptions to the Octet Rule There are three types of ions or molecules that do not follow the octet rule: Ions or molecules with an odd number of electrons. Ions or molecules with less than an octet. Ions or molecules with more than eight valence electrons (an expanded octet).

57 Odd Number of Electrons Though relatively rare and usually quite unstable and reactive, there are ions and molecules with an odd number of electrons. Examples: ClO2, NO, and NO2 Complete pairing of electrons is impossible.

58 Fewer Than Eight Electrons Consider BF 3 : Giving boron a filled octet places a negative charge on the boron and a positive charge on fluorine. This would not be an accurate picture of the distribution of electrons in BF 3.

59 Fewer Than Eight Electrons Therefore, structures that put a double bond between boron and fluorine are much less important than the one that leaves boron with only 6 valence electrons.

60 Fewer Than Eight Electrons The lesson is: If filling the octet of the central atom results in a negative charge on the central atom and a positive charge on the more electronegative outer atom, don t fill the octet of the central atom.

61 More Than Eight Electrons The only way PCl 5 can exist is if phosphorus has 10 electrons around it. It is allowed to expand the octet of atoms on the 3rd row or below. Presumably d orbitals in these atoms participate in bonding.

62 More Than Eight Electrons Even though we can draw a Lewis structure for the phosphate ion that has only 8 electrons around the central phosphorus, the better structure puts a double bond between the phosphorus and one of the oxygens.

63 More Than Eight Electrons This eliminates the charge on the phosphorus and the charge on one of the oxygens. The lesson is: When the central atom is on the 3rd row or below and expanding its octet eliminates some formal charges, do so.

64 8.8 Covalent Bond Strength Most simply, the strength of a bond is measured by determining how much energy is required to break the bond. This is the bond enthalpy. Always a positive quantity. The bond enthalpy for a Cl Cl bond, D(Cl Cl), is measured to be 242 kj/mol.

65 Average Bond Enthalpies Pg 330 This table lists the average bond enthalpies for many different types of bonds. Average bond enthalpies are positive, because bond breaking is an endothermic process.

66 Average Bond Enthalpies NOTE: These are average bond enthalpies, not absolute bond enthalpies; the C H bonds in methane, CH 4, will be a bit different than the C H bond in chloroform, CHCl 3.

67 Enthalpies of Reaction Yet another way to estimate DH for a reaction is to compare the bond enthalpies of bonds broken to the bond enthalpies of the new bonds formed. In other words, DH rxn = (bond enthalpies of bonds broken) (bond enthalpies of bonds formed)

68 Enthalpies of Reaction CH 4 (g) + Cl 2 (g) CH 3 Cl(g) + HCl(g) In this example, one C H bond and one Cl Cl bond are broken; one C Cl and one H Cl bond are formed.

69 Enthalpies of Reaction So, DH rxn = [D(C H) + D(Cl Cl) [D(C Cl) + D(H Cl) = [(413 kj) + (242 kj)] [(328 kj) + (431 kj)] = (655 kj) (759 kj) = 104 kj

70 Bond Enthalpy and Bond Length We can also measure an average bond length for different bond types. As the number of bonds between two atoms increases, the bond length decreases.

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