- InChI
- InChI=1S/C12H16N2O/c15-12-6-8-14(9-7-13-12)10-11-4-2-1-3-5-11/h1-5H,6-10H2,(H,13,15)
- InChI Key
- DKNOPZCYIDBMNY-UHFFFAOYSA-N
- Formula
- C12H16N2O
- SMILES
- O=C1CCN(Cc2ccccc2)CCN1
- Molecular Weight1
- 204.27
- CAS
- 55186-89-5
- 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 | 0.5207 | Relay (1.0) Calculated Property | |
| ΔfG° | 179.15 | kJ/mol | Relay (1.0-beta) Calculated Property |
| ΔfH°gas | -63.26 | kJ/mol | Relay (1.0) Calculated Property |
| ΔvapH° | 97.14 | kJ/mol | Relay (1.0) Calculated Property |
| IE | 8.88 | eV | Relay (1.0) Calculated Property |
| log10WS | -0.10 | Relay (1.0) Calculated Property | |
| logPoct/wat | 1.008 | Crippen Calculated Property | |
| McVol | 166.850 | ml/mol | McGowan Calculated Property |
| Pc | 2700.98 | kPa | Relay (1.0-beta) Calculated Property |
| Tboil | 632.02 | K | Relay (1.0) Calculated Property |
| Tc | 865.88 | K | Relay (1.0) Calculated Property |
| Tfus | 357.12 | K | Relay (1.0) Calculated Property |
| Vc | 0.581 | m3/kmol | Relay (1.0) Calculated Property |
Similar Compounds
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N-phenyl-N-[1-(phenylmethyl)-4-piperidinyl]-.](data:image/png;base64,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)
Find more compounds similar to 5-Benzyl-2,5-diaza-cycloheptanone.
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
- McGowan Method
- NIST Webbook
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