![Benzonitrile, 4-[[(4-butoxyphenyl)methylene]amino]-](/cid/53-763-6/Benzonitrile-4-4-butoxyphenyl-methylene-amino.png "Benzonitrile, 4-[[(4-butoxyphenyl)methylene]amino]-")
- InChI
- InChI=1S/C18H18N2O/c1-2-3-12-21-18-10-6-16(7-11-18)14-20-17-8-4-15(13-19)5-9-17/h4-11,14H,2-3,12H2,1H3
- InChI Key
- JWLPZJPDDBBWQD-UHFFFAOYSA-N
- Formula
- C18H18N2O
- SMILES
-
CCCCOc1ccc(C=Nc2ccc(C#N)cc2)cc
1 - Molecular Weight1
- 278.35
- CAS
- 36405-17-1
- Other Names
-
- 4-[[(4-butoxybenzylidene]amino]benzonitrile
- 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 | 0.7624 | Relay (1.0) Calculated Property | |
| ΔfG° | 344.44 | kJ/mol | Relay (1.0-beta) Calculated Property |
| ΔfH°gas | 146.17 | kJ/mol | Relay (1.0) Calculated Property |
| ΔvapH° | 100.85 | kJ/mol | Relay (1.0) Calculated Property |
| IE | 7.91 | eV | Relay (1.0) Calculated Property |
| log10WS | -5.45 | Relay (1.0) Calculated Property | |
| logPoct/wat | 4.488 | Crippen Calculated Property | |
| McVol | 229.890 | ml/mol | McGowan Calculated Property |
| Pc | 1651.11 | kPa | Joback Calculated Property |
| Tboil | 682.71 | K | Relay (1.0) Calculated Property |
| Tc | 922.64 | K | Relay (1.0) Calculated Property |
| Tfus | 360.15 | K | Relay (1.0) Calculated Property |
| Vc | 0.822 | m3/kmol | Relay (1.0) Calculated Property |
Similar Compounds
![Benzonitrile, 4-[[[4-(hexyloxy)phenyl]methylene]amino]-.](data:image/png;base64,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)
![N-[(4-Butoxyphenyl)methylidene]-4-ethylaniline.](data:image/png;base64,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)
Find more compounds similar to Benzonitrile, 4-[[(4-butoxyphenyl)methylene]amino]-.
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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