Chapter 12 Intermolecular First page of chapter Forces · PDF file ·...

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1 Chapter 12 Intermolecular Forces and the Physical Properties of Liquids and Solids Insert picture from First page of chapter Copyright McGraw-Hill 2009

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1

Chapter 12

Intermolecular

Forces and the

Physical Properties

of Liquids and

Solids

Insert picture from

First page of chapter

Copyright McGraw-Hill 2009

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12.1 Intermolecular Forces

• Intermolecular forces are the attractive forces

holding particles together in the condensed

(liquid and solid) phases of matter

• Result from coulombic attractions

– Dependent on the magnitude of the charge

– Dependent on distance between charges

• Weaker than forces of ionic bonding

• Involve partial charges

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The Three Phases of Matter

condensed phases

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Types of Intermolecular Forces

• van der Waals forces –between atoms and molecules of pure substances– Dipole-dipole interactions – attractive forces

between polar molecules

– Hydrogen bonding – attractive force in polar molecules containing a H atom bonded to a small, highly electronegative element (N, O and F)

– (London) Dispersion forces – attractive forces arising from instantaneous dipoles and induced dipoles

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Arrangement of Polar Molecules in a Liquid

and a Solid.

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• Intermolecular forces determine certain

physical properties.

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Hydrogen Bonds Between HF Molecules

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Effect of Molar Mass and Hydrogen Bonding

on Boiling Points

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Instantaneous and Induced Dipoles

Magnitude depends on the ability to be polarized which

is greater for larger molecules.

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Polarization and Molar Mass

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What kind(s) of intermolecular forces exist in

CH2ClCH2COOH(l)

C CH

Cl

H

C

H

H

O

O H

dispersion forces

dipole-dipole interactions

hydrogen bonding

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– Occur in mixtures of ionic and polar

species

– Coulombic attraction between ions and

polar molecules

– Dependent upon

• Size and charge of ion

• Dipole moment of the molecule

• Size of the molecule

– Can also be repulsive

•Ion-dipole Interactions

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12.2 Properties of Liquids

• Surface Tension – a quantitative measure of the elastic force at the surface of a liquid

• Manifestations

– Formation of a mensicus

– Capillary action which

results from a combination of

• Cohesion (attractions between

like molecules, cohesive forces)

• Adhesion (attractions between

unlike molecules, adhesive forces)

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Effect of Surface Tension

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Intermolecular Forces: Surface

versus Interior of a Liquid

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Cohesion and Adhesion

Water Mercury

Adhesion > Cohesion Cohesion > Adhesion

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• Viscosity – a measure of a fluid’s

resistance to flow

– Units: N.s/m2

– The higher the viscosity the greater the

resistance to flow

– Varies inversely with temperature

– Stronger intermolecular forces produce

higher viscosities

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Glycerol – high viscocity

due to

• Three hydrogen bonding

sites

• Molecular shape

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• Vapor Pressure of a Liquid

– Depends on the magnitude of intermolecular

forces

– Temperature dependent

T1<T2

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• Equilibrium Vapor Pressure – a dynamic

state

− Evaporation (vaporization) – liquid

molecules escape into the gas phase

− Condensation – gas molecules return to

the liquid phase

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Comparison of Rates of Evaporation and

Condensation at Constant Temperature

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Effect of Temperature and Intermolecular Forces

on Vapor Pressure

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• Clausius-Clapeyron Equation – linear relation

between temperature and vapor pressure

− At two temperatures, T1 and T2:

where R = 8.314 J/K . mol

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An unknown compound exhibits a vapor pressure of

255 mmHg at 25.5oC and 434 mmHg at 48.8oC.

What is DHvap of this substance?

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K298.65273.15C25.51 oT

K321.95273.15C48.82 oT

D

K298.65

1

K321.95

1

mol8.314J/KmmHg434

mmHg255 vapHln

33 3.3484x103.1061x10mol8.314J/K

0.53178

D

vapH

D

12

vap

2

1 11

TTR

H

P

Pln

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vapHD

14 K2.423x10

mol).314J/K0.53178)(8(

14 K2.423x10mol8.314J/K

0.53178

D

vapH

vap4 J/mol10 x 1.82 HD

vapkJ/mol18.2 HD

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12.3 Crystal Structure

• Crystalline solid – possesses rigid and long-range order

• Lattice structure – arrangement of particles in a crystalline solid

– Depends on nature of particles

– Depends on size of particles

• Stability depends on type of force between particles (ionic or covalent bonds and/or intermolecular forces)

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unit cell – basic repeating structural unit of

a crystalline solid

lattice point – each atom ion or molecule in

a unit cell

single unit cell 3-D array of unit cells

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Seven Types of Unit Cells

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Coordination number – number of atoms

(particles) surrounding an atom in a crystal

lattice

• Indicates how tightly atoms pack

• Larger coordination numbers indicate

tighter packing

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• Types of cubic unit cells

– simple or primitive (scc)

– body-centered (bcc)

– face-centered (fcc)

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Alternate Perspective of bcc Arrangement

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Sharing of Atoms by Adjacent Unit Cells

corner atom edge atom face atom

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• Number of atoms per unit cell

– scc: 1 atom

– bcc: 2 atoms

– fcc: 4 atoms

•Allocation of atoms among unit cells

− corner atoms – 1/8 atom within unit cell

− face atoms – 1/2 atom within unit cell

− body atoms – 1 atom within unit cell

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• Closest Packing – most efficient way to arrange atoms in a crystal

– hexagonal closest packed (ABA)

– cubic closest packed (ABC)

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Closest Packing and Cubic Unit Cells

fcc

cubic

hexagonal

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Geometric Relationships

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When silver crystallizes, it forms face-

centered cubic cells. The unit cell edge

length is 4.087A . Calculate the density of

silver.

o

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g107.167amu106.022

g 1

atom

amu107.9

cellunit

atoms4 22

23

m

323383 cm106.827cm104.087 aV

cm104.087m 1

cm 001

A101

m 1 A4.087 8

10

a

3

323

22

g/cm 10.5cell/unitcm106.827

cellg/unit107.167

V

md

Mass of unit cell

Volume of unit cell

Density of unit cell

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• X-ray diffraction utilizes the scattering of

X-rays and the resulting scattering patterns

to deduce arrangement of particles

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− Bragg equation

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12.4 Types of Crystals

• Ionic Crystals

– Composed of anions and cations

– Held together by coulombic forces

– Anions generally are bigger than cations

– Size and relative number of each ion

determines the crystal structure

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Unit cell of NaCl as Defined by Cl− or Na+

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Examples of Ionic Crystal Lattices

CsCl ZnS CaF2

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How many of each ion are contained within

a unit cell of CaF2?

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Ca2+

8 corner ions x 1/8= 1 ion

6 face ions x ½ = 3 ions

4 ions of Ca2+

F−

8 body ions x 1 = 8 ions of F−

Ca2+

F−

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• Covalent crystals

– Held together by covalent bonds

diamond graphite

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• Molecular crystals

– Lattice points occupied by molecules

– Held together by intermolecular forces

water

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• Metallic crystals

– Lattice points occupied by atoms

– Generally bcc, fcc, hexagonal closest packed

– Very dense

– Bonding arises from delocalized electrons

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12.5 Amorphous Solids

• Lack regular arrangement of atoms

• Glass is a familiar and important

amorphous solid

– Transparent fusion of inorganic materials

– Chief component SiO2

– Behaves more as a liquid than a solid

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Comparison of crystalline quartz and amorphous quartz glass

crystalline amorphous

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12.6 Phase Changes

• Phase – homogenous part of a system that is separated from the rest of the system by a well-defined boundary

• Phase change – transition from one phase to another

– Caused by the removal or addition of energy

– Energy involved is usually in the form of heat

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The Six Possible Phase Changes

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• Liquid-Vapor Phase Transition

– Boiling point – the temperature at which the

vapor pressure of liquid equals atmospheric

pressure

– Molar heat of vaporization (DHvap) – the

amount of heat required to vaporize one mole

of a substance at its boiling point usually in

kJ/mol

– Dependent on the strength of intermolecular

forces

– Condensation – opposite of vaporization

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• Critical temperature (Tc) – the

temperature above which a gas cannot be

liquified by application of pressure

• Critical pressure (Pc) – the pressure that

must be applied to liquefy a gas at Tc.

• Supercritical fluid – the fluid that exists

above Tc and Pc.

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• Solid-Liquid Phase Transition

– Freezing – transformation of liquid to solid

– Melting (fusion) – opposite of freezing

– Melting point of solid (or freezing point of

liquid) – temperature at which the solid and

liquid phases coexist in equilibrium

• Dynamic equilibrium in which the forward

and reverse processes are occurring at the

same rate

– Molar heat of fusion (DHfus) – energy to melt

one mole of a solid usually in kJ/mol

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Typical Heating Curve

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• Solid-Vapor Phase Transition

– Sublimation – process by which

molecules go directly from the solid

phase to the vapor phase

– Deposition – reverse of sublimation

– Molar heat of sublimation (DHsub) –

energy required to sublime one mole of

solid usually in kJ/mol

iodine

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Heating Curve for Water

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Calculate the amount of energy (in kJ)

required to convert 125 g of ice at 10.0oC

to liquid water at the normal boiling point.

Assume that the specific heat of ice is

2.050 J/goC.

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Energy to warm ice from 10oC to 0oC

C10.0C)10.0(C0.0 ooo DT

kJ102.563C10.0C g

J2.050 g125 3o

o

D Tmsq

Energy to melt ice at 0oC

kJ104.169mol

kJ 6.01 mol937.6 1

vap D Hnq

kJ2.563J10 1

kJ J102.563

3

3

mol6.937g18.02

molg125

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Energy to warm water from 0.0oC to 100.0oC

C100.0C0.0C100.0 ooo DT

J105.230C100.0Cg

J4.184 g125 4o

o

D Tmsq

Total energy required

kJ105.230J10 1

kJ 1 J105.230 1

3

4

96.6kJ)kJ105.230()kJ104.169(kJ2.563 11

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12.7 Phase Diagrams

• Phase diagram – summarizes the

conditions (temperature and pressure) at

which a substance exists as a solid, liquid

or gas

– Divided into three regions (solid, liquid, gas)

– Phase boundary line – line separating any

two regions

– Triple point – the point at which all three

phase boundary lines meet

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Phase Diagram of CO2

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Heating CO2 Starting at 100oc and 1 atm

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Phase Diagram of H2O

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What is a) the normal* melting point, b) the normal*

boiling point and c) the physical state of the substance

at 2.0 atm and 110o C?

*normal – measured at 1.00 atm

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normal melting point normal boiling point

~135oC ~200oC

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solid physical state

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Key Points

• Intermolecular forces

– Dipole-dipole interactions

– Hydrogen bonding

– (London) dispersion forces

• Properties of liquids

– Surface tension

– Viscosity

– Vapor pressure

• Clausius-Clapeyron equation

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• Crystal structure

– Unit cells

• Lattice point

– Packing spheres

• Coordination number

• Cubic unit cells

– Closest Packing

• Types of crystals

– Ionic

– Covalent

– Molecular

– Metallic

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• Amorphous solids

• Phase changes

– Liquid-vapor transitions

• Boiling point

• Heat of vaporization

• Critical temperature and pressure

– Solid-liquid transitions

• Melting point

• Heat of fusion

• Phase diagrams