- InChI
- InChI=1S/C12H11N/c1-10-5-7-11(8-6-10)12-4-2-3-9-13-12/h2-9H,1H3
- InChI Key
- KJNZQKYSNAQLEO-UHFFFAOYSA-N
- Formula
- C12H11N
- SMILES
- Cc1ccc(-c2ccccn2)cc1
- Molecular Weight1
- 169.22
- CAS
- 4467-06-5
- Other Names
-
- Pyridine, 2-(4-methylphenyl)-
- 2-(4-Methylphenyl)pyridine
- 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).
- Tboilr : Boiling point at reduced pressure (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 | 0.4112 | Relay (1.0) Calculated Property | |
| ΔfG° | 279.96 | kJ/mol | Relay (1.0-beta) Calculated Property |
| ΔfH°gas | 196.33 | kJ/mol | Relay (1.0) Calculated Property |
| ΔvapH° | 73.46 | kJ/mol | Relay (1.0) Calculated Property |
| IE | 8.61 | eV | Relay (1.0) Calculated Property |
| log10WS | -2.32 | Relay (1.0) Calculated Property | |
| logPoct/wat | 3.057 | Crippen Calculated Property | |
| McVol | 142.400 | ml/mol | McGowan Calculated Property |
| Pc | 3768.07 | kPa | Relay (1.0-beta) Calculated Property |
| Tboil | 559.28 | K | Relay (1.0) Calculated Property |
| Tc | 798.04 | K | Relay (1.0) Calculated Property |
| Tfus | 290.22 | K | Relay (1.0) Calculated Property |
| Vc | 0.539 | m3/kmol | Relay (1.0) Calculated Property |
Pressure Dependent Properties
| Property | Value | Unit | Pressure (kPa) | Source |
|---|---|---|---|---|
| Tboilr | 448.20 | K | 2.70 | NIST |
Similar Compounds
![5H-Indeno[1,2-b]pyridine.](data:image/png;base64,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)
Find more compounds similar to 2-p-Tolylpyridine.
Sources
- Cheméo Relay (1.0)
- Cheméo Relay (1.0, beta) Beta: served but experimental, data-limited and below our cross-validation release bar; the Joback value is recommended where available.
- Crippen Method
- Crippen Method
- McGowan Method
- NIST Webbook
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