- InChI
- InChI=1S/C10H13NO2/c1-11-7-8-4-5-9(12-2)6-10(8)13-3/h4-7H,1-3H3
- InChI Key
- SPJUMWVQDOLAGD-UHFFFAOYSA-N
- Formula
- C10H13NO2
- SMILES
- CN=Cc1ccc(OC)cc1OC
- Molecular Weight1
- 179.22
- CAS
- 116373-09-2
- 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 | 0.5892 | Relay (1.0) Calculated Property | |
| ΔfG° | 35.03 | kJ/mol | Relay (1.0-beta) Calculated Property |
| ΔfH°gas | -161.56 | kJ/mol | Relay (1.0) Calculated Property |
| ΔvapH° | 71.01 | kJ/mol | Relay (1.0) Calculated Property |
| IE | 7.88 | eV | Relay (1.0) Calculated Property |
| log10WS | -1.72 | Relay (1.0) Calculated Property | |
| logPoct/wat | 1.752 | Crippen Calculated Property | |
| McVol | 145.420 | ml/mol | McGowan Calculated Property |
| Pc | 2460.47 | kPa | Joback Calculated Property |
| Tboil | 558.85 | K | Relay (1.0) Calculated Property |
| Tc | 754.55 | K | Relay (1.0) Calculated Property |
| Tfus | 335.91 | K | Relay (1.0) Calculated Property |
| Vc | 0.530 | m3/kmol | Relay (1.0) Calculated Property |
Similar Compounds
![Benzenamine, N-[(2-methoxyphenyl)methylene]-.](data:image/png;base64,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)
Find more compounds similar to Benzylidenimine, -2,4-dimethoxy-n-methyl-.
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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