- InChI
- InChI=1S/C9H8N2O/c10-8-3-1-7(2-4-8)9-5-11-6-12-9/h1-6H,10H2
- InChI Key
- SLJBMRSOKUTXDF-UHFFFAOYSA-N
- Formula
- C9H8N2O
- SMILES
- Nc1ccc(-c2cnco2)cc1
- Molecular Weight1
- 160.17
- CAS
- 1008-95-3
- 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 | 0.5277 | Relay (1.0) Calculated Property | |
| ΔfG° | 236.70 | kJ/mol | Relay (1.0-beta) Calculated Property |
| ΔfH°gas | 78.88 | kJ/mol | Relay (1.0) Calculated Property |
| ΔvapH° | 76.64 | kJ/mol | Relay (1.0) Calculated Property |
| IE | 8.13 | eV | Relay (1.0) Calculated Property |
| log10WS | -1.74 | Relay (1.0) Calculated Property | |
| logPoct/wat | 1.924 | Crippen Calculated Property | |
| McVol | 120.280 | ml/mol | McGowan Calculated Property |
| Pc | 4634.37 | kPa | Relay (1.0-beta) Calculated Property |
| Tboil | 585.07 | K | Relay (1.0) Calculated Property |
| Tc | 840.37 | K | Relay (1.0) Calculated Property |
| Tfus | 389.37 | K | Relay (1.0) Calculated Property |
| Vc | 0.456 | m3/kmol | Relay (1.0) Calculated Property |
Similar Compounds
![Phenanthro[1,2-b]furan-10,11-dione, 1,6-dimethyl-.](data:image/png;base64,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)
Find more compounds similar to 5-(4-Aminophenyl)oxazole.
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