- InChI
- InChI=1S/C14H21NO/c1-13(2)11(14(3,4)12(13)16)15-10-8-6-5-7-9-10/h5-9,11-12,15-16H,1-4H3
- InChI Key
- JPNOFLCISAIPAL-UHFFFAOYSA-N
- Formula
- C14H21NO
- SMILES
- CC1(C)C(O)C(C)(C)C1Nc1ccccc1
- Molecular Weight1
- 219.32
- CAS
- 1445-32-5
- 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 | 0.5458 | Relay (1.0) Calculated Property | |
| ΔfG° | 146.52 | kJ/mol | Joback Calculated Property |
| ΔfH°gas | -124.85 | kJ/mol | Relay (1.0) Calculated Property |
| ΔfusH° | 21.90 | kJ/mol | Joback Calculated Property |
| ΔvapH° | 95.82 | kJ/mol | Relay (1.0) Calculated Property |
| IE | 7.67 | eV | Relay (1.0) Calculated Property |
| log10WS | -3.00 | Relay (1.0) Calculated Property | |
| logPoct/wat | 2.894 | Crippen Calculated Property | |
| McVol | 189.350 | ml/mol | McGowan Calculated Property |
| Pc | 2550.76 | kPa | Joback Calculated Property |
| Tboil | 568.35 | K | Relay (1.0) Calculated Property |
| Tc | 833.53 | K | Relay (1.0) Calculated Property |
| Tfus | 343.39 | K | Relay (1.0) Calculated Property |
| Vc | 0.660 | m3/kmol | Relay (1.0) Calculated Property |
Temperature Dependent Properties
| Property | Value | Unit | Temperature (K) | Source |
|---|---|---|---|---|
| Cp,gas | [550.85; 647.07] | J/mol×K | [686.23; 900.73] | 
|
| Cp,gas | 550.85 | J/mol×K | 686.23 | Joback Calculated Property |
| Cp,gas | 567.62 | J/mol×K | 721.98 | Joback Calculated Property |
| Cp,gas | 583.81 | J/mol×K | 757.73 | Joback Calculated Property |
| Cp,gas | 599.64 | J/mol×K | 793.48 | Joback Calculated Property |
| Cp,gas | 615.32 | J/mol×K | 829.23 | Joback Calculated Property |
| Cp,gas | 631.06 | J/mol×K | 864.98 | Joback Calculated Property |
| Cp,gas | 647.07 | J/mol×K | 900.73 | Joback Calculated Property |
Similar Compounds
![4H,6h-m-dioxino[4',5':5,6]pyrano[4,3-d]-4-oxazolin-2-one, hexahydro-4-methoxy-1,8-diphenyl-.](data:image/png;base64,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)
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