| Lecture #28 | ||
| Text: Chapter 16 sections 1,2 |
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| Lecture Outline | Intermolecular Interactions
(condensed phases)
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| Previously, we looked at Van der Waals' equation that folded intermolecular interactions into the ideal gas picture. The "a" parameter was a measure of the strength of the attractive forces. | ![]() |
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| The instantaneous dipole in one molecule induces a temporary dipole in the nearby molecule. | ||
| The ease with which a valence electron cloud shape is distorted is determined by the atom or molecule's "polarizability". | ||
| Comparison of various interaction strengths | ||
| Comparing chemical bond formation with van der Waals interaction | ||
| Melting points and boiling points should correlate with strengths of intermolecular attractions. | ||
| Boiling points of the inert gases. | ||
| Boiling points of (linear) hydrocarbons | ||
| A graph of the smooth dependence of (linear) hydrocarbon boiling point on size. | ||
| London forces are always present. | ||
| A comparison of linear to branched C5H12 | ||
| A ball and stick picture of the linear isomer. | ||
| A space filling model of the linear isomer. | ||
| Van der Waals interaction between two linear isomers. | ||
| Space filling model of the branched hydrocarbon. | ||
| Neighboring branched hydrocarbons interacting through the van der Waals interaction. | ||
| What's expected for cyclopropane? | ||
| Examples of London forces effects. | ||
| Examples of London forces and dipole forces effects | ||
| Does this comparison suggest a contradiction? | ||
| Boiling point trends and predictions for
water and for HF. Obviously, you know water's boiling point is way off following the prediction shown. The explanation is a extraordinary phenomenon called hydrogen bonding. |
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