- InChI
- InChI=1S/C13H17NO/c1-11(15)13(7-9-14-10-8-13)12-5-3-2-4-6-12/h2-6,14H,7-10H2,1H3
- InChI Key
- RKHWHRHOEKYEJW-UHFFFAOYSA-N
- Formula
- C13H17NO
- SMILES
- CC(=O)C1(c2ccccc2)CCNCC1
- Molecular Weight1
- 203.28
- CAS
- 34798-80-6
- Other Names
-
- Ethanone, 1-(4-phenyl-4-piperidinyl)-
- methyl (4-phenyl-4-piperidyl) ketone
- 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).
- 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 |
|---|---|---|---|
| ΔfG° | 148.74 | kJ/mol | Joback Calculated Property |
| ΔfH°gas | -80.33 | kJ/mol | Joback Calculated Property |
| ΔfusH° | 20.19 | kJ/mol | Joback Calculated Property |
| ΔvapH° | 59.59 | kJ/mol | Joback Calculated Property |
| log10WS | -2.41 | Crippen Calculated Property | |
| logPoct/wat | 1.897 | Crippen Calculated Property | |
| McVol | 170.960 | ml/mol | McGowan Calculated Property |
| Pc | 3096.73 | kPa | Joback Calculated Property |
| Tboil | 645.73 | K | Joback Calculated Property |
| Tc | 902.18 | K | Joback Calculated Property |
| Tfus | 448.93 | K | Joback Calculated Property |
| Vc | 0.629 | m3/kmol | Joback Calculated Property |
Temperature Dependent Properties
| Property | Value | Unit | Temperature (K) | Source |
|---|---|---|---|---|
| Cp,gas | [451.73; 551.12] | J/mol×K | [645.73; 902.18] | 
|
| Cp,gas | 451.73 | J/mol×K | 645.73 | Joback Calculated Property |
| Cp,gas | 470.82 | J/mol×K | 688.47 | Joback Calculated Property |
| Cp,gas | 488.63 | J/mol×K | 731.21 | Joback Calculated Property |
| Cp,gas | 505.36 | J/mol×K | 773.95 | Joback Calculated Property |
| Cp,gas | 521.22 | J/mol×K | 816.70 | Joback Calculated Property |
| Cp,gas | 536.40 | J/mol×K | 859.44 | Joback Calculated Property |
| Cp,gas | 551.12 | J/mol×K | 902.18 | Joback Calculated Property |
Similar Compounds
![Spiro[benzofuran-3(2h),4'-piperidine]-2-one, 5-methyl-.](data:image/png;base64,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)
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