- InChI
- InChI=1S/C17H25NO3Si/c1-6-17(19)21-10-9-13-12-18(22(3,4)5)16-8-7-14(20-2)11-15(13)16/h7-8,11-12H,6,9-10H2,1-5H3
- InChI Key
- HFKMEGJCJDMXCF-UHFFFAOYSA-N
- Formula
- C17H25NO3Si
- SMILES
-
CCC(=O)OCCc1cn([Si](C)(C)C)c2c
cc(OC)cc12 - Molecular Weight1
- 319.47
- 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 | 0.8023 | Relay (... Calculated Property | |
| ΔfG° | -62.81 | kJ/mol | Relay (... Calculated Property ⚠️ |
| ΔfH°gas | -581.78 | kJ/mol | Relay (... Calculated Property |
| ΔvapH° | 96.83 | kJ/mol | Relay (... Calculated Property |
| IE | 7.55 | eV | Relay (... Calculated Property |
| log10WS | -4.11 | Relay (... Calculated Property | |
| logPoct/wat | 3.829 | Crippen Calculated Property | |
| Pc | 1182.19 | kPa | Relay (... Calculated Property ⚠️ |
| Inp | 2265.00 | NIST | |
| Tboil | 648.15 | K | Relay (... Calculated Property |
| Tc | 875.09 | K | Relay (... Calculated Property |
| Tfus | 341.06 | K | Relay (... Calculated Property |
| Vc | 0.972 | m3/kmol | Relay (... Calculated Property |
Similar Compounds
![1H-Indole, 1-(trimethylsilyl)-5-[(trimethylsilyl)oxy]-3-[2-[(trimethylsilyl)oxy]ethyl]-.](data:image/png;base64,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)
Find more compounds similar to Indole, 3-(2-propionyloxyethyl), 5-methoxy, TMS.
Sources
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