- InChI
- InChI=1S/C14H19NO2/c1-11(15-9-3-4-10-15)14(16)12-5-7-13(17-2)8-6-12/h5-8,11H,3-4,9-10H2,1-2H3
- InChI Key
- QJWOQBGBEFNYKB-UHFFFAOYSA-N
- Formula
- C14H19NO2
- SMILES
- COc1ccc(C(=O)C(C)N2CCCC2)cc1
- Molecular Weight1
- 233.31
- Other Names
-
- R,S-4'-Methoxy-«alpha»-pyrrolidinopropiophenone
- 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).
- 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 | 0.5955 | Relay (1.0) Calculated Property | |
| ΔfG° | 25.39 | kJ/mol | Relay (1.0-beta) Calculated Property |
| ΔfH°gas | -244.08 | kJ/mol | Relay (1.0) Calculated Property |
| ΔvapH° | 83.30 | kJ/mol | Relay (1.0) Calculated Property |
| IE | 7.46 | eV | Relay (1.0) Calculated Property |
| log10WS | -1.68 | Relay (1.0) Calculated Property | |
| logPoct/wat | 2.362 | Crippen Calculated Property | |
| McVol | 190.920 | ml/mol | McGowan Calculated Property |
| Pc | 1990.03 | kPa | Relay (1.0-beta) Calculated Property |
| Inp | [1705.00; 1705.00] |
|
|
| Inp | 1705.00 | NIST | |
| Inp | 1705.00 | NIST | |
| Tboil | 600.15 | K | Relay (1.0) Calculated Property |
| Tc | 812.95 | K | Relay (1.0) Calculated Property |
| Tfus | 376.37 | K | Relay (1.0) Calculated Property |
| Vc | 0.682 | m3/kmol | Relay (1.0) Calculated Property |
Similar Compounds
![4-[(2-Pyrrolidin-1-yl)-1-butanoyl]benzoic acid, methyl ester.](data:image/png;base64,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)
Find more compounds similar to MOPPP.
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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