- InChI
- InChI=1S/C13H12N2O/c16-13-9-5-4-6-11(13)10-14-15-12-7-2-1-3-8-12/h1-10,15-16H/b14-10+
- InChI Key
- SERARPRVBWDEBA-GXDHUFHOSA-N
- Formula
- C13H12N2O
- SMILES
- Oc1ccccc1C=NNc1ccccc1
- Molecular Weight1
- 212.25
- CAS
- 614-65-3
- ω : Acentric Factor.
- ΔcH°solid : Standard solid enthalpy of combustion (kJ/mol).
- ΔfG° : Standard Gibbs free energy of formation (kJ/mol).
- ΔfH°gas : Enthalpy of formation at standard conditions (kJ/mol).
- ΔfH°solid : Solid phase 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 | 0.7077 | Relay (1.0) Calculated Property | |
| ΔcH°solid | -6686.90 | kJ/mol | NIST |
| ΔfG° | 280.06 | kJ/mol | Relay (1.0-beta) Calculated Property |
| ΔfH°gas | 169.11 | kJ/mol | Relay (1.0) Calculated Property |
| ΔfH°solid | -144.00 | kJ/mol | NIST |
| ΔvapH° | 96.73 | kJ/mol | Relay (1.0) Calculated Property |
| IE | 7.45 | eV | Relay (1.0) Calculated Property |
| log10WS | -2.67 | Relay (1.0) Calculated Property | |
| logPoct/wat | 2.838 | Crippen Calculated Property | |
| McVol | 168.040 | ml/mol | McGowan Calculated Property |
| Pc | 3276.53 | kPa | Joback Calculated Property |
| Tboil | 620.67 | K | Relay (1.0) Calculated Property |
| Tc | 960.28 | K | Relay (1.0) Calculated Property |
| Tfus | 397.75 | K | Relay (1.0) Calculated Property |
| Vc | 0.582 | m3/kmol | Relay (1.0) Calculated Property |
Similar Compounds
![Phenol, 2-[(phenylimino)methyl]-, N-oxide.](data:image/png;base64,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)
Find more compounds similar to Salicyaldehyde phenylhydrazone.
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
- Joback Method
- McGowan Method
- NIST Webbook
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