- InChI
- InChI=1S/C17H23NO3/c1-18-13-7-8-14(18)11-15(10-13)21-17(20)16(19)9-12-5-3-2-4-6-12/h2-6,13-16,19H,7-11H2,1H3
- InChI Key
- FNRXUEYLFZLOEZ-UHFFFAOYSA-N
- Formula
- C17H23NO3
- SMILES
-
CN1C2CCC1CC(OC(=O)C(O)Cc1ccccc
1)C2 - Molecular Weight1
- 289.37
- CAS
- 21956-47-8
- 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 | 0.7652 | Relay (1.0) Calculated Property | |
| ΔfG° | -94.37 | kJ/mol | Relay (1.0-beta) Calculated Property |
| ΔfH°gas | -502.41 | kJ/mol | Relay (1.0) Calculated Property |
| ΔvapH° | 108.40 | kJ/mol | Relay (1.0) Calculated Property |
| IE | 8.13 | eV | Relay (1.0) Calculated Property |
| log10WS | -0.97 | Relay (1.0) Calculated Property | |
| logPoct/wat | 1.758 | Crippen Calculated Property | |
| McVol | 228.200 | ml/mol | McGowan Calculated Property |
| Pc | 1803.25 | kPa | Relay (1.0-beta) Calculated Property |
| Inp | 2601.20 | NIST | |
| Tboil | 636.88 | K | Relay (1.0) Calculated Property |
| Tc | 917.73 | K | Relay (1.0) Calculated Property |
| Tfus | 425.99 | K | Relay (1.0) Calculated Property |
| Vc | 0.838 | m3/kmol | Relay (1.0) Calculated Property |
Similar Compounds
![3-Hydroxy-2-phenyl-propionic acid 6-hydroxy-8-methyl-8-aza-bicyclo[3.2.1]oct-3-yl ester.](data:image/png;base64,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)
Find more compounds similar to Littorine.
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- 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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