- InChI
- InChI=1S/C18H21N/c1-19(2)14-17-13-18(17,15-9-5-3-6-10-15)16-11-7-4-8-12-16/h3-12,17H,13-14H2,1-2H3
- InChI Key
- OTVLFDNVIUPTQP-UHFFFAOYSA-N
- Formula
- C18H21N
- SMILES
- CN(C)CC1CC1(c1ccccc1)c1ccccc1
- Molecular Weight1
- 251.37
- CAS
- 63968-76-3
- ω : Acentric Factor.
- Cp,gas : Ideal gas heat capacity (J/mol×K).
- ΔfG° : Standard Gibbs free energy of formation (kJ/mol).
- ΔfH°gas : Enthalpy of formation at standard conditions (kJ/mol).
- ΔfusH° : Enthalpy of fusion 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 | 0.4352 | Relay (1.0) Calculated Property | |
| ΔfG° | 483.83 | kJ/mol | Joback Calculated Property |
| ΔfH°gas | 303.21 | kJ/mol | Relay (1.0) Calculated Property |
| ΔfusH° | 26.39 | kJ/mol | Joback Calculated Property |
| ΔvapH° | 84.39 | kJ/mol | Relay (1.0) Calculated Property |
| IE | 7.55 | eV | Relay (1.0) Calculated Property |
| log10WS | -3.87 | Relay (1.0) Calculated Property | |
| logPoct/wat | 3.554 | Crippen Calculated Property | |
| McVol | 216.080 | ml/mol | McGowan Calculated Property |
| Pc | 2175.46 | kPa | Joback Calculated Property |
| Tboil | 602.90 | K | Relay (1.0) Calculated Property |
| Tc | 843.93 | K | Relay (1.0) Calculated Property |
| Tfus | 350.45 | K | Relay (1.0) Calculated Property |
| Vc | 0.772 | m3/kmol | Relay (1.0) Calculated Property |
Temperature Dependent Properties
| Property | Value | Unit | Temperature (K) | Source |
|---|---|---|---|---|
| Cp,gas | [601.34; 709.99] | J/mol×K | [679.35; 921.07] | 
|
| Cp,gas | 601.34 | J/mol×K | 679.35 | Joback Calculated Property |
| Cp,gas | 621.84 | J/mol×K | 719.64 | Joback Calculated Property |
| Cp,gas | 641.04 | J/mol×K | 759.92 | Joback Calculated Property |
| Cp,gas | 659.20 | J/mol×K | 800.21 | Joback Calculated Property |
| Cp,gas | 676.57 | J/mol×K | 840.50 | Joback Calculated Property |
| Cp,gas | 693.41 | J/mol×K | 880.79 | Joback Calculated Property |
| Cp,gas | 709.99 | J/mol×K | 921.07 | Joback Calculated Property |
Similar Compounds
![2-Pyrrolidinone, 1-ethyl-4-[2-(4-morpholinyl)ethyl]-3,3-diphenyl-.](data:image/png;base64,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)
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