- InChI
- InChI=1S/C7H9NO2/c1-9-6-4-3-5-7(8-6)10-2/h3-5H,1-2H3
- InChI Key
- IBTGEEMBZJBBSH-UHFFFAOYSA-N
- Formula
- C7H9NO2
- SMILES
- COc1cccc(OC)n1
- Molecular Weight1
- 139.15
- CAS
- 6231-18-1
- Other Names
-
- 2,6-Dimethoxypyridine
- 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).
- Inp : Non-polar retention indices.
- 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 | 0.4589 | Relay (... Calculated Property | |
| ΔfG° | -1.83 | kJ/mol | Relay (... Calculated Property ⚠️ |
| ΔfH°gas | -242.35 | kJ/mol | Relay (... Calculated Property |
| ΔvapH° | 55.35 | kJ/mol | Relay (... Calculated Property |
| IE | 8.66 | eV | Relay (... Calculated Property |
| log10WS | -1.42 | Relay (... Calculated Property | |
| logPoct/wat | 1.099 | Crippen Calculated Property | |
| McVol | 107.450 | ml/mol | McGowan Calculated Property |
| Pc | 3958.60 | kPa | Relay (... Calculated Property ⚠️ |
| Inp | 1028.10 | NIST | |
| Tboil | 452.20 | K | NIST |
| Tc | 676.49 | K | Relay (... Calculated Property |
| Tfus | 289.99 | K | Relay (... Calculated Property |
| Vc | 0.406 | m3/kmol | Relay (... Calculated Property |
Similar Compounds
![2-[2-(Dimethylamino)ethoxy]pyridine.](data:image/png;base64,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)
Find more compounds similar to Pyridine, 2,6-dimethoxy-.
Sources
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- Crippen Method
- Crippen Method
- McGowan Method
- NIST Webbook
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