- InChI
- InChI=1S/C10H10N2/c1-2-4-10(5-3-1)8-12-7-6-11-9-12/h1-7,9H,8H2
- InChI Key
- KKKDZZRICRFGSD-UHFFFAOYSA-N
- Formula
- C10H10N2
- SMILES
- c1ccc(Cn2ccnc2)cc1
- Molecular Weight1
- 158.20
- CAS
- 4238-71-5
- Other Names
-
- Imidazole, 1-benzyl-
- N-Benzylimidazole
- 1-Benzylimidazole
- BI
- 1-Benzyl-1H-imidazole
- ω : Acentric Factor.
- ΔfG° : Standard Gibbs free energy of formation (kJ/mol).
- ΔfH°gas : Enthalpy of formation at standard conditions (kJ/mol).
- ΔsubH° : Enthalpy of sublimation 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 | 0.4363 | Relay (1.0) Calculated Property | |
| ΔfG° | 341.41 | kJ/mol | Relay (1.0-beta) Calculated Property |
| ΔfH°gas | 273.53 | kJ/mol | Relay (1.0) Calculated Property |
| ΔsubH° | 102.10 ± 0.40 | kJ/mol | NIST |
| ΔvapH° | 80.00 | kJ/mol | Relay (1.0) Calculated Property |
| IE | 8.80 | eV | Relay (1.0) Calculated Property |
| log10WS | -1.25 | Relay (1.0) Calculated Property | |
| logPoct/wat | 1.931 | Crippen Calculated Property | |
| McVol | 128.500 | ml/mol | McGowan Calculated Property |
| Pc | 4143.25 | kPa | Relay (1.0-beta) Calculated Property |
| Tboil | 583.20 | K | NIST |
| Tc | 803.99 | K | Relay (1.0) Calculated Property |
| Tfus | 309.40 | K | Relay (1.0) Calculated Property |
| Vc | 0.495 | m3/kmol | Relay (1.0) Calculated Property |
Similar Compounds
![1-([1,1'-biphenyl]-4-yl(phenyl)methyl)-1H-imidazole.](data:image/png;base64,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)
Find more compounds similar to 1H-Imidazole, 1-(phenylmethyl)-.
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