chapter 10 the shapes of molecules

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10-1 Chapter 10 The Shapes of Molecules

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Chapter 10 The Shapes of Molecules. The Shapes of Molecules. 10.1 Depicting Molecules and Ions with Lewis Structures. 10.2 Using Lewis Structures and Bond Energies to Calculate Heats of Reaction. 10.3 Valence-Shell Electron-Pair Repulsion (VSEPR) - PowerPoint PPT Presentation

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10-1

Chapter 10The Shapes of Molecules

10-2

The Shapes of Molecules

10.1 Depicting Molecules and Ions with Lewis Structures

10.2 Using Lewis Structures and Bond Energies to Calculate Heats of Reaction

10.3 Valence-Shell Electron-Pair Repulsion (VSEPR) Theory and Molecular Shape

10.4 Molecular Shape and Molecular Polarity

10-3

Lewis Dot Structures

A bookkeeping way to keep track of valence electrons and bonding in a molecule. Lines are used to represent a pair of bonding electrons. Dots are used to represent lone pair electrons.

In many cases (not H) the octet rule is followed, having eight electrons (including bonding and lone pairs) around each atom. We’ll see later that the octet rule is a natural consequence of having four valence orbitals (s, 3p’s) and the limitation of two electron’s per orbital.

10-4

The steps in converting a molecular formula into a Lewis structure.

Molecular formula

Atom placement

Sum of valence e-

Remaining valence e-

Lewis structure

Place atom with lowest

EN in center

Add A-group numbers

Draw single bonds. Subtract 2e- for each bond.

Give each atom 8e-

(2e- for H)

Step 1

Step 2

Step 3

Step 4

10-5

Molecular formula

Atom placement

Sum of valence e-

Remaining valence e-

Lewis structure

For NF3

FF

F

N 5e-

F 7e- X 3 = 21e-

Total 26e-

:

: :

::

: :

:: :

N

10-6

SAMPLE PROBLEM 10.1 Writing Lewis Structures for Molecules with One Central Atom

SOLUTION:

PROBLEM: Write a Lewis structure for CCl2F2, one of the compounds responsible for the depletion of stratospheric ozone.

Step 1: Carbon has the lowest EN and is the central atom.

The other atoms are placed around it.

C

Steps 2-4: C has 4 valence e-, Cl and F each have 7. The

sum is 4 + 4(7) = 32 valence e-.

Cl

Cl F

F

C

Cl

Cl F

FMake bonds and fill in remaining valence

electrons placing 8e- around each atom.

:

::

::

:

:

::

: ::

10-7

SAMPLE PROBLEM 10.2 Writing Lewis Structure for Molecules with More than One Central Atom

PROBLEM: Write the Lewis structure for methanol (molecular formula CH4O), an important industrial alcohol that is being used as a gasoline alternative in car engines.

SOLUTION: Hydrogen can have only one bond so C and O must be next to each other with H filling in the bonds.

There are 4(1) + 4 + 6 = 14 valence e-.

C has 4 bonds and O has 2. O has 2 pair of nonbonding e-.

C O H

H

H

H

::

10-8

SAMPLE PROBLEM 10.3 Writing Lewis Structures for Molecules with Multiple Bonds.

PLAN:

SOLUTION:

PROBLEM: Write Lewis structures for the following:

(a) Ethylene (C2H4), the most important reactant in the manufacture of polymers

(b) Nitrogen (N2), the most abundant atmospheric gas

For molecules with multiple bonds, there is an additional step which follows the other steps in Lewis structure construction. If a central atom does not have 8e-, an octet, then e- can be moved in to form a multiple bond.

(a) There are 2(4) + 4(1) = 12 valence e-. H can have only one bond per atom.

CCH

H H

HCC

H

H H

H

(b) N2 has 2(5) = 10 valence e-. Therefore a triple bond is required to make the octet around each N.

N

:

N

:

. .

..

N

:

N

:

. . N

:

N

:

. .

10-9

Resonance: Delocalized Electron-Pair Bonding

Resonance structures have the same relative atom placement but a difference in the locations of bonding and nonbonding electron pairs.A double headed arrow is used to indicate resonance structures.

Ozone, O3 can be drawn in 2 ways

Neither structure is actually correct but can be drawn to represent a structure which is a hybrid of the two - a resonance structure.Not a single bond - double bond, but a bond and a half for both bonds

O

:

O

:

. .O

. .

. .

. .O

:

O

:

. . . .

. .O

. .

O O O

: :

. . . .

. . ..

10-10

10-11

Formal Charge: Selecting the Best Resonance Structure

An atom “owns” all of its nonbonding electrons and half of its bonding electrons.

Formal charge of atom =

# valence e- - (# unshared electrons + 1/2 # shared electrons)

For OA

# valence e- = 6

# nonbonding e- = 4

# bonding e- = 4 X 1/2 = 2

Formal charge = 0

For OB

# valence e- = 6

# nonbonding e- = 2

# bonding e- = 6 X 1/2 = 3

Formal charge = +1

For OC

# valence e- = 6

# nonbonding e- = 6

# bonding e- = 2 X 1/2 = 1

Formal charge = -1

OA

:

OB

:

. .OC

. .

. .

. .

10-12

Resonance (continued)

Smaller formal charges (either positive or negative) are preferable to larger charges;

Avoid like charges (+ + or - - ) on adjacent atoms;

A more negative formal charge should exist on an atom with a larger EN value.

Three criteria for choosing the more important resonance structure:

10-13

EXAMPLE: NCO- has 3 possible resonance forms -

Resonance (continued)

A B C

formal charges

-2 0 +1 -1 0 0 0 0 -1

Forms B and C have negative formal charges on N and O; this makes them more important than form A.

Form C has a negative charge on O which is the more electronegative element, therefore C contributes the most to the resonance hybrid.

N C O N C O N C O: : : : : : . .. .. . . .

. .. .

N C O N C O N C O: : : : : : . .. .. . . .

. .. .

-1 -1 -1

-1 -1 -1

10-14

Lewis Structures - Exceptions to the Octet Rule

10-15

Using bond energies to calculate H0rxn

H0rxn = H0

reactant bonds broken + H0product bonds formed

H01 = + sum of BE H0

2 = - sum of BE

H0rxn

Ent

halp

y, H

10-16

Using bond energies to calculate H0rxn for combustion of methane

Ent

halp

y,H

BOND BREAKAGE

4BE(C-H)= +1652kJ

2BE(O2)= + 996kJ

H0(bond breaking) = +2648kJBOND FORMATION

4[-BE(O-H)]= -1868kJ

H0(bond forming) = -3466kJ

H0rxn= -818kJ

2[-BE(C O)]= -1598kJ

10-17

SAMPLE PROBLEM 10.6 Calculating Enthalpy Changes from Bond Energies

SOLUTION:

PROBLEM: Use average bond energies to calculate H0rxn for the following

reaction:

CH4(g) + 3Cl2(g) CHCl3(g) + 3HCl(g)

PLAN: Write the Lewis structures for all reactants and products and calculate the number of bonds broken and formed.

bonds broken bonds formed

10-18

SAMPLE PROBLEM 10.6 Calculating Enthalpy Changes from Bond Energies

continued

bonds broken bonds formed

4 C-H = 4 mol(413 kJ/mol) = 1652 kJ

3 Cl-Cl = 3 mol(243 kJ/mol) = 729 kJ

H0bonds broken = 2381 kJ

3 C-Cl = 3 mol(-339 kJ/mol) = -1017 kJ

1 C-H = 1 mol(-413 kJ/mol) = -413 kJ

H0bonds formed = -2711 kJ

3 H-Cl = 3 mol(-427 kJ/mol) = -1281 kJ

H0reaction = H0

bonds broken + H0bonds formed = 2381 kJ + (-2711 kJ) = - 330 kJ

10-19

Valence-Shell Electron-Pair Repulsion Theory (VSEPR)

VSEPR is a very good theory for predicting the shape of molecules.

It involves any group of valence electrons around an atom. These groups can be lone pairs, single bonds, or multiple bonds. In essence, these groups of negatively charge particles will be arranged as far apart as possible around the atom.

10-20

Electron-group repulsions and the five basic molecular shapes.

10-21

Looking at the Five Shapes in Detail

Examples:

CS2, HCN, BeF2

10-22

Factors Affecting Actual Bond Angles

Bond angles are consistent with theoretical angles when the atoms attached to the central atom are the same and when all electrons are bonding electrons of the same order.

Likewise lone pairs repel bonding pairs more strongly than bonding pairs repel each other also compressing the other angles.

Effect of Double Bonds

Effect of Nonbonding Pairs

Multiple bonds count just as one group but are larger than a single bond. The result is some compression of the other bond angles.

10-23

The two molecular shapes of the trigonal planar electron-group arrangement.

Class

Shape

Examples:

SO3, BF3, NO3-, CO3

2-

Examples:

SO2, O3, PbCl2, SnBr2

10-24

The three molecular shapes of the tetrahedral electron-group arrangement.

Examples:

CH4, SiCl4, SO4

2-, ClO4-

NH3

PF3

ClO3

H3O+

H2O

OF2

SCl2

10-25

The four molecular shapes of the trigonal bipyramidal electron-group arrangement.

SF4

XeO2F2

IF4+

IO2F2-

ClF3

BrF3

XeF2

I3-

IF2-

PF5

AsF5

SOF4

10-26

The three molecular shapes of the octahedral electron-group arrangement.

SF6

IOF5

BrF5

TeF5-

XeOF4

XeF4

ICl4-

10-27

The steps in determining a molecular shape.

Molecular formula

Lewis structure

Electron-group arrangement

Bond angles

Molecular shape

(AXmEn)

Count all e- groups around central atom (A)

Note lone pairs and double bonds

Count bonding and nonbonding e-

groups separately.

Step 1

Step 2

Step 3

Step 4

10-28

Lewis structures and molecular shapes

10-29

10-30

10-31

Molecular Shapes with More Than One Central Atom

The tetrahedral centers of ethane.

10-32

The tetrahedral centers of ethanol.

Molecular Shapes with More Than One Central Atom

10-33

SAMPLE PROBLEM 10.9 Predicting Molecular Shapes with More Than One Central Atom

SOLUTION:

PROBLEM: Determine the shape around each of the central atoms in acetone, (CH3)2C=O.

PLAN: Find the shape of one atom at a time after writing the Lewis structure.

tetrahedraltetrahedral

trigonal planar

10-34

Molecular Polarity

Knowing the shape of the molecule, plus knowing the polarity (dipole) of the individual bonds allows the determination of the overall polarity of the molecule.

10-35

SAMPLE PROBLEM 10.10 Predicting the Polarity of Molecules

(a) Ammonia, NH3 (b) Boron trifluoride, BF3

(c) Carbonyl sulfide, COS (atom sequence SCO)

PROBLEM: From electronegativity (EN) values and their periodic trends, predict whether each of the following molecules is polar and show the direction of bond dipoles and the overall molecular dipole when applicable:

PLAN: Draw the shape, find the EN values and combine the concepts to determine the polarity.

10-36

SAMPLE PROBLEM 10.10 Predicting the Polarity of Molecules

10-37

End of Chapter 10