Table 5.
The chemical bonding analysis results using the ADF package to analyze the bond energy between the Ng2dimer and fullerene fragments.
| Ng | Fullerene | ΔEPauli | ΔEsteric | ΔEorb | ΔEdisp | ΔEelstat | ΔEbond |
|---|---|---|---|---|---|---|---|
| He2 | C50 | 29.65 | 16.71 | −6.10 | −5.99 | −29.65 | 4.62 |
| He2 | C60 | 16.40 | 8.87 | −4.30 | −5.55 | −16.40 | −0.98 |
| He2 | C70 | 8.25 | 4.24 | −3.03 | −5.24 | −8.25 | −4.03 |
| Ne2 | C50 | 95.01 | 43.64 | −7.62 | −11.36 | −95.01 | 24.66 |
| Ne2 | C60 | 50.91 | 21.36 | −4.72 | −10.98 | −50.91 | 5.66 |
| Ne2 | C70 | 22.02 | 7.41 | −2.94 | −10.60 | −22.02 | −6.13 |
| Ar2 | C50 | 431.50 | 197.82 | −31.52 | −33.92 | −431.49 | 132.39 |
| Ar2 | C60 | 244.49 | 103.07 | −19.37 | −34.79 | −244.50 | 48.90 |
| Ar2 | C70 | 103.18 | 33.17 | −11.53 | −34.85 | −103.18 | −13.21 |
Units in kcal/mol.
The energy decomposition analysis (EDA) in ADF dissects the interactions that constitute a chemical bond between fragments in a molecule. The total bonding energy ΔEbond consists of contributions from the Pauli repulsion ΔEPauli, steric interaction ΔEsteric, electrostatic attraction ΔEelstat, orbital interactions ΔEorb, and dispersion Pauli repulsion ΔEdisp, ΔEbond = ΔEPauli + ΔEsteric + ΔEorb + ΔEdisp + ΔEelstat.