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VII.C.9. |
The rotational contribution to the entropy depends on the product of the moments of inertia. How much does this contribution change as the configuration of a molecule changes? We examine two molecules here: 1,2-dichloroethane (CH2ClCH2Cl) and hexane (C6H14). We use energies and rotational constants from HF/6-31G* calculations.
| gauche | trans | ||
|---|---|---|---|
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Results from HF/6-31G* calculations for a temperature of 298.15 K
| gauche | trans | units | ||
|---|---|---|---|---|
| Rotational constants | A B C |
0.34194 0.07273 0.06372 |
0.98541 0.05003 0.04847 |
cm-1 |
| Product of moments of inertia | 3.023 | 2.005 | 106 amu3Å6 | |
| Entropy | Srot | 104.79 | 103.08 | J K-1 mol-1 |
| Relative energy | 8 | 0 | kJ mol-1 | |
| extended | curled (helical) | very curled | |||
|---|---|---|---|---|---|
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Results from HF/6-31G* calculations for a temperature of 298.15 K
| extended | curled | very curled | units | ||
|---|---|---|---|---|---|
| Rotational constants | A B C |
0.49165 0.03786 0.03655 |
0.19887 0.05790 0.05776 |
0.15470 0.07193 0.05803 |
cm-1 |
| Product of moments of inertia | 7.041748 | 7.202027 | 7.418987 | 106 amu3Å6 | |
| Entropy | Srot | 108.31 | 108.40 | 108.52 | J K-1 mol-1 |
| Relative energy | 0 | 12 | 21 | kJ mol-1 | |
For calculating ideal-gas thermochemical properties see section I.D. A brief description of the thermochemical quantities and methods.