- InChI
- InChI=1S/C11H16N2/c1-13(2)10-12-9-8-11-6-4-3-5-7-11/h3-7,10H,8-9H2,1-2H3
- InChI Key
- KPDUVWBTRFPCGC-UHFFFAOYSA-N
- Formula
- C11H16N2
- SMILES
- CN(C)C=NCCc1ccccc1
- Molecular Weight1
- 176.26
- 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).
- Inp : Non-polar retention indices.
- 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 | 0.5205 | Relay (1.0) Calculated Property | |
| ΔfG° | 330.50 | kJ/mol | Relay (1.0-beta) Calculated Property |
| ΔfH°gas | 133.02 | kJ/mol | Relay (1.0) Calculated Property |
| ΔvapH° | 70.27 | kJ/mol | Relay (1.0) Calculated Property |
| IE | 8.03 | eV | Relay (1.0) Calculated Property |
| log10WS | -1.64 | Relay (1.0) Calculated Property | |
| logPoct/wat | 1.819 | Crippen Calculated Property | |
| McVol | 157.750 | ml/mol | McGowan Calculated Property |
| Pc | 2379.54 | kPa | Joback Calculated Property |
| Inp | [1449.00; 1449.00] |
|
|
| Inp | 1449.00 | NIST | |
| Inp | 1449.00 | NIST | |
| Tboil | 569.79 | K | Relay (1.0) Calculated Property |
| Tc | 765.28 | K | Relay (1.0) Calculated Property |
| Tfus | 270.84 | K | Relay (1.0) Calculated Property |
| Vc | 0.584 | m3/kmol | Relay (1.0) Calculated Property |
Similar Compounds
![Benzeneethanamine, N-[(pentafluorophenyl)methylene]-.](data:image/png;base64,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)
Find more compounds similar to 2-Phenethylamine, N-dimethylaminomethylene-.
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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