- InChI
- InChI=1S/C17H27NO6/c1-10(2)17(22,11(3)24-12(4)19)16(21)23-9-13-5-7-18-8-6-14(20)15(13)18/h5,10-11,14-15,20,22H,6-9H2,1-4H3/t11-,14-,15-,17?/m0/s1
- InChI Key
- YFQPDKABPCMKCA-PEQUQEEVSA-N
- Formula
- C17H27NO6
- SMILES
-
CC(=O)OC(C)C(O)(C(=O)OCC1=CCN2
CCC(O)C12)C(C)C - Molecular Weight1
- 341.40
- 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 | 0.8812 | Relay (1.0) Calculated Property | |
| ΔfG° | -526.11 | kJ/mol | Relay (1.0-beta) Calculated Property |
| ΔfH°gas | -1032.97 | kJ/mol | Relay (1.0) Calculated Property |
| ΔvapH° | 119.68 | kJ/mol | Relay (1.0) Calculated Property |
| IE | 8.13 | eV | Relay (1.0) Calculated Property |
| log10WS | -0.93 | Relay (1.0) Calculated Property | |
| logPoct/wat | 0.244 | Crippen Calculated Property | |
| McVol | 260.970 | ml/mol | McGowan Calculated Property |
| Pc | 1346.49 | kPa | Relay (1.0-beta) Calculated Property |
| Inp | [2080.00; 2080.00] |
|
|
| Inp | 2080.00 | NIST | |
| Inp | 2080.00 | NIST | |
| Tboil | 615.08 | K | Relay (1.0) Calculated Property |
| Tc | 871.22 | K | Relay (1.0) Calculated Property |
| Tfus | 412.07 | K | Relay (1.0) Calculated Property |
| Vc | 0.942 | m3/kmol | Relay (1.0) Calculated Property |
Similar Compounds
![Butanoic acid, 2-hydroxy-2-(1-methoxyethyl)-3-methyl-, (2,3,5,7a-tetrahydro-1-hydroxy-1H-pyrrolizin-7-yl)methyl ester, [1S-[1«alpha»,7(2R*,3S*),7a«alpha»]]-.](data:image/png;base64,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)
Find more compounds similar to 3'-acetylsupinine.
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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