- InChI
- InChI=1S/C18H22N2O2/c1-11-7-13(3)17(14(4)8-11)19(21)20(22)18-15(5)9-12(2)10-16(18)6/h7-10H,1-6H3/b20-19+
- InChI Key
- WJNNDZMCMDEEQQ-FMQUCBEESA-N
- Formula
- C18H22N2O2
- SMILES
-
Cc1cc(C)c([N+]([O-])=[N+]([O-]
)c2c(C)cc(C)cc2C)c(C)c1 - Molecular Weight1
- 298.38
- CAS
- 129615-67-4
- ω : Acentric Factor.
- ΔfG° : Standard Gibbs free energy of formation (kJ/mol).
- ΔfH°gas : Enthalpy of formation at standard conditions (kJ/mol).
- ΔvapH° : Enthalpy of vaporization at standard conditions (kJ/mol).
- IE : Ionization energy (eV).
- log10WS : Log10 of Water solubility in mol/l.
- logPoct/wat : Octanol/Water partition coefficient.
- McVol : McGowan's characteristic volume (ml/mol).
- Pc : Critical Pressure (kPa).
- Tboil : Normal Boiling Point Temperature (K).
- Tc : Critical Temperature (K).
- Tfus : Normal melting (fusion) point (K).
- Vc : Critical Volume (m3/kmol).
- 1: Molecular weight from the IUPAC atomic weights tables.
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Physical Properties
| Property | Value | Unit | Source |
|---|---|---|---|
| ω | 0.7462 | Relay (... Calculated Property | |
| ΔfG° | 457.56 | kJ/mol | Relay (... Calculated Property ⚠️ |
| ΔfH°gas | 134.43 | kJ/mol | Relay (... Calculated Property |
| ΔvapH° | 94.14 | kJ/mol | Relay (... Calculated Property |
| IE | 7.69 | eV | Relay (... Calculated Property |
| log10WS | -5.97 | Relay (... Calculated Property | |
| logPoct/wat | 4.973 | Crippen Calculated Property | |
| McVol | 244.360 | ml/mol | McGowan Calculated Property |
| Pc | 1613.41 | kPa | Relay (... Calculated Property ⚠️ |
| Tboil | 611.65 | K | Relay (... Calculated Property |
| Tc | 931.00 | K | Relay (... Calculated Property |
| Tfus | 381.37 | K | Relay (... Calculated Property |
| Vc | 0.864 | m3/kmol | Relay (... Calculated Property |
Similar Compounds
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1-[(2,4-dimethylphenyl)azo]-.](data:image/png;base64,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)
Find more compounds similar to (E) 2,2',4,4',6,6'-Hexamethylazodioxybenzene.
Sources
- Cheméo Relay (1.0)
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- Crippen Method
- Crippen Method
- McGowan Method
- NIST Webbook
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