- InChI
- InChI=1S/C14H25NO2Si/c1-5-8-14(6-2)17-18(3,4)16-12-13-9-7-10-15-11-13/h7,9-11,14H,5-6,8,12H2,1-4H3
- InChI Key
- IXHNISFCIHNDCQ-UHFFFAOYSA-N
- Formula
- C14H25NO2Si
- SMILES
- CCCC(CC)O[Si](C)(C)OCc1cccnc1
- Molecular Weight1
- 267.44
- 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 | 0.6101 | Relay (... Calculated Property | |
| ΔfG° | -3.48 | kJ/mol | Relay (... Calculated Property ⚠️ |
| ΔfH°gas | -461.87 | kJ/mol | Relay (... Calculated Property |
| ΔvapH° | 72.36 | kJ/mol | Relay (... Calculated Property |
| IE | 9.32 | eV | Relay (... Calculated Property |
| log10WS | -1.71 | Relay (... Calculated Property | |
| logPoct/wat | 3.895 | Crippen Calculated Property | |
| Pc | 1655.69 | kPa | Relay (... Calculated Property ⚠️ |
| Inp | [1651.80; 1651.80] |
|
|
| Inp | 1651.80 | NIST | |
| Inp | 1651.80 | NIST | |
| Tboil | 556.99 | K | Relay (... Calculated Property |
| Tc | 748.90 | K | Relay (... Calculated Property |
| Tfus | 220.83 | K | Relay (... Calculated Property |
| Vc | 0.861 | m3/kmol | Relay (... Calculated Property |
Similar Compounds
![3-(Pyrrol[3-(1-ethylbutoxy)-1,1,3,3-tetramethyldisiloxanyl]oxymorphomethyl)pyridine.](data:image/png;base64,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)
Find more compounds similar to 3-Hexanol, picolinyloxydimethylsilyl ether.
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
- NIST Webbook
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