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Condensed Phases and Intermolecular Forces. Let’s look at particle diagrams of liquids & solids and compare them to particle diagrams of gases.

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Presentation on theme: "Condensed Phases and Intermolecular Forces. Let’s look at particle diagrams of liquids & solids and compare them to particle diagrams of gases."— Presentation transcript:

1 Condensed Phases and Intermolecular Forces

2 Let’s look at particle diagrams of liquids & solids and compare them to particle diagrams of gases

3 Describe & compare the relative positions and motions of particles in each of 3 phases:

4 The Question: Why do some substances exist as gases, some as liquids, and some as solids at room temp?

5 part of answer has to do with attractive forces between separate but neighboring molecules

6 2 broad categories of attractive forces come into play: 1. INTRAmolecular forces of attraction 2. INTERmolecular forces of attraction

7 Forces INTERMOLECULAR INTRAMOLECULAR Dispersion Dipole-Dipole Hydrogen Bonding Covalent Ionic Metallic

8 #1: Intramolecular Forces Intra means “within” Intramolecular attractive forces are chem bonding forces Definition: attractive forces that hold particles together in chemical bonds 3 types: ionic, covalent, or metallic bonds

9 # 2: Intermolecular Forces (IMF) (aka: van der Waals forces) Inter means “between” or “among” Intermolecular forces:  attractive forces between neighboring molecules Intermolecular forces are weaker than Intramolecular forces

10 IMF: weaker than intramolecular (bonding) forces  ≈ 5% to 15% of strength of intramolecular forces account for phase of matter at room temp account for phase of matter at room temp  strong IMF  condensed phase (solid/liquid)  weak IMF  gas phase

11 IMF determine phase of matter phase is determined by: “competition” between strength of  IMF and  KE

12  If IMF are strong, substance will be solid or liquid at room temp  strong attractive forces keep particles close together  If IMF are weak, substance will be gas at room temp  weak attractive forces allow particles to spread far apart & be free to move

13 It’s all a balancing act! IMF KE [this substance = a gas at room temperature]

14 Intermolecular Forces vs. Kinetic Energy IMF KE [this substance = a condensed phase (solid/liquid)]

15 since T is measure of average KE, changing T can change phase changing T changes average KE of particles  T change can allow change in phase

16 3 types of IMF: 1. Dispersion forces 2. Dipole-Dipole forces 3. Hydrogen bonds

17 1. Dispersion Forces 1. Dispersion Forces: ● weakest IMF ● occur between non-polar molecules

18 dispersion forces & non-polar molecules instantaneous and momentary change electron cloud will fluctuate results from motion of electrons due to attractive forces

19 Non-polar atoms/molecules non-no non-polar means no poles can’t tell one end of atom/molecule from other end electrons are evenly distributed charge is evenly distributed atom/molecule: symmetrical

20 Non-polar Atoms/Molecules: monatomic atoms:  He, Ne, Ar, Kr, Xe, Rn 0 diatomic elements:  H 2, N 2, O 2, Cl 2, F 2, I 2, Br 2 0 small symmetrical molecules:  CO 2, CX 4 0 carbon-hydrogen molecules:  CH 4, C 2 H 6, C 3 H 8

21 Dispersion Forces and Size larger the electron cloud, the greater the fluctuations in charge can be strength of attractive dispersion forces ↑ with increrasing molecule size increasing strength of dispersion forces:  Rn > Xe > Kr > Ar > Ne > He  I 2 > Br 2 > Cl 2 > F 2  C 8 H 18 > C 5 H 12 > C 3 H 8 > CH 4

22 2. Dipole-Dipole forces 2. Dipole-Dipole forces: intermediate IMF occur between polar molecules

23 What do you know about charge? Opposites Attract!  this time, uneven distribution of electrons (charge) is permanent! examples: non-polar polar H 2 HI CH 4 CH 3 Cl

24 Polar Molecules:  geometry NOT symmetrical (asymmetrical)  uneven electron distribution permanent separation of charge  has poles: one end partly (-) and one end partly (+)

25 neighboring molecules orient themselves according to their opposing attractive charges

26 3. Hydrogen Bonding forces 3. Hydrogen Bonding forces: strongest IMF subtype of dipole-dipole attractive forces attractive force occurs between H in one molecule and F, O or N in neighboring molecule H-F H-O or H-N

27 Hydrogen Bonding Force H-O N-H 0 this attractive force occurs between molecules with FON!!!

28 Hydrogen Bonding Force hydrogen bonding force is special subtype of dipole-dipole attractive forces F, O, and N are all small and electronegative  strong electron attraction  H has only 1 electron, so if being pulled away H proton is almost “naked” H end of molecule is always positive & F, O, or N end is always negative

29 Strength of Hydrogen Bonding Force fluorine most electronegative element, so  H-F bonds are most polar and exhibit strongest hydrogen bonding attractive forces  H-F > H-O > H-N

30 IMF vs. Physical Properties If strength of IMF  then:  boiling point   melting point   heat of fusion   heat of vaporization  while:  evaporation rate  If strength of IMF  then:  boiling point   melting point   heat of fusion   heat of vaporization  while:  evaporation rate 

31 boiling point of N 2 is 77 K (-196˚C) IMF are very, very weak forces (dispersion)

32 Hydrogen bonding: strongest IMF influences physical props a great deal

33 IMF vs. Temp IMF more important as temp is lowered  low temperature = low evaporation rate  high temperature = high evaporation rate

34 Indicate type of IMF for each molecule: NH 3 Ar N 2 HCl HF Ne O 2 HBr CH 3 NH 2 hydrogen bonding dispersion forces dipole-dipole forces hydrogen bonding dispersion dipole-dipole hydrogen bonding


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