- InChI
- InChI=1S/C12H10N2/c1-3-9-13-11(5-1)7-8-12-6-2-4-10-14-12/h1-10H/b8-7+
- InChI Key
- HKEOCEQLCZEBMK-BQYQJAHWSA-N
- Formula
- C12H10N2
- SMILES
- C(=Cc1ccccn1)c1ccccn1
- Molecular Weight1
- 182.22
- CAS
- 13341-40-7
- Other Names
-
- Pyridine,2,2'-(1,2-ethenediyl)bis-(E)-
- 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 | 0.4092 | Relay (1.0) Calculated Property | |
| ΔfG° | 358.98 | kJ/mol | Relay (1.0-beta) Calculated Property |
| ΔfH°gas | 326.58 | kJ/mol | Relay (1.0) Calculated Property |
| ΔvapH° | 85.43 | kJ/mol | Relay (1.0) Calculated Property |
| IE | 8.18 ± 0.03 | eV | NIST |
| log10WS | -2.22 | Relay (1.0) Calculated Property | |
| logPoct/wat | 2.647 | Crippen Calculated Property | |
| McVol | 148.080 | ml/mol | McGowan Calculated Property |
| Pc | 4682.69 | kPa | Relay (1.0-beta) Calculated Property |
| Tboil | 574.06 | K | Relay (1.0) Calculated Property |
| Tc | 833.64 | K | Relay (1.0) Calculated Property |
| Tfus | 343.62 | K | Relay (1.0) Calculated Property |
| Vc | 0.549 | m3/kmol | Relay (1.0) Calculated Property |
Similar Compounds
![Quinoline, 2-[2-(4-chlorophenyl)ethenyl]-.](data:image/png;base64,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)
Find more compounds similar to 2-(2-Pyridyl-2-vinyl)pyridine, trans.
Sources
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- Crippen Method
- Crippen Method
- McGowan Method
- NIST Webbook
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