- InChI
- InChI=1S/C12H17NO2/c1-2-4-12(14)15-9-10-6-8-13-7-3-5-11(10)13/h2,4,6,11H,3,5,7-9H2,1H3/b4-2+/t11-/m1/s1
- InChI Key
- KTHGVVZUCVCGKR-JRBALWBOSA-N
- Formula
- C12H17NO2
- SMILES
- CC=CC(=O)OCC1=CCN2CCCC12
- Molecular Weight1
- 207.27
- 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 | 0.4868 | Relay (... Calculated Property | |
| ΔfG° | -16.26 | kJ/mol | Relay (... Calculated Property ⚠️ |
| ΔfH°gas | -238.56 | kJ/mol | Relay (... Calculated Property |
| ΔvapH° | 75.70 | kJ/mol | Relay (... Calculated Property |
| IE | 8.00 | eV | Relay (... Calculated Property |
| log10WS | -1.23 | Relay (... Calculated Property | |
| logPoct/wat | 1.510 | Crippen Calculated Property | |
| McVol | 167.040 | ml/mol | McGowan Calculated Property |
| Pc | 2368.67 | kPa | Relay (... Calculated Property ⚠️ |
| Inp | 1674.00 | NIST | |
| Tboil | 534.51 | K | Relay (... Calculated Property |
| Tc | 771.49 | K | Relay (... Calculated Property |
| Tfus | 335.60 | K | Relay (... Calculated Property |
| Vc | 0.577 | m3/kmol | Relay (... Calculated Property |
Similar Compounds
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(E)-4-hydroxy-3-methyl-but-2-enoate.](data:image/png;base64,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)
Find more compounds similar to 9-(Butyryl-2-ene) supinidine.
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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