- InChI
- InChI=1S/C16H25NO2Si/c1-13(17-11-5-6-12-17)16(18)14-7-9-15(10-8-14)19-20(2,3)4/h7-10,13H,5-6,11-12H2,1-4H3
- InChI Key
- BQPAFDLGYCEGRC-UHFFFAOYSA-N
- Formula
- C16H25NO2Si
- SMILES
-
CC(C(=O)c1ccc(O[Si](C)(C)C)cc1
)N1CCCC1 - Molecular Weight1
- 291.46
- Other Names
-
- R,S-4'-Methoxy-«alpha»-pyrrolidinopropiophenone-M (desmethyl-), TMS
- 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.
- 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 | 0.6255 | Relay (... Calculated Property | |
| ΔfG° | 10.17 | kJ/mol | Relay (... Calculated Property ⚠️ |
| ΔfH°gas | -436.06 | kJ/mol | Relay (... Calculated Property |
| ΔvapH° | 80.93 | kJ/mol | Relay (... Calculated Property |
| IE | 7.84 | eV | Relay (... Calculated Property |
| log10WS | -2.29 | Relay (... Calculated Property | |
| logPoct/wat | 3.567 | Crippen Calculated Property | |
| Pc | 1154.80 | kPa | Relay (... Calculated Property ⚠️ |
| Inp | [2005.00; 2005.00] |
|
|
| Inp | 2005.00 | NIST | |
| Inp | 2005.00 | NIST | |
| Tboil | 606.09 | K | Relay (... Calculated Property |
| Tc | 814.23 | K | Relay (... Calculated Property |
| Tfus | 370.69 | K | Relay (... Calculated Property |
| Vc | 0.908 | m3/kmol | Relay (... Calculated Property |
Similar Compounds
![4-[2-(2-Oxo-pyrrolidin-1-yl)-propionyl]-benzoic acid ethyl ester.](data:image/png;base64,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)
Find more compounds similar to Pyrrolidine, 1-(1-(4-trimethylsilyloxybenzoyl)ethyl).
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