- InChI
- InChI=1S/C14H25NO2Si/c1-5-13(6-2)11-16-18(3,4)17-12-14-8-7-9-15-10-14/h7-10,13H,5-6,11-12H2,1-4H3
- InChI Key
- GPUJFWWNYUCBHH-UHFFFAOYSA-N
- Formula
- C14H25NO2Si
- SMILES
- CCC(CC)CO[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 | 0.6049 | Relay (... Calculated Property | |
| ΔfG° | 10.55 | kJ/mol | Relay (... Calculated Property ⚠️ |
| ΔfH°gas | -470.04 | kJ/mol | Relay (... Calculated Property |
| ΔvapH° | 73.18 | kJ/mol | Relay (... Calculated Property |
| IE | 9.43 | eV | Relay (... Calculated Property |
| log10WS | -2.04 | Relay (... Calculated Property | |
| logPoct/wat | 3.753 | Crippen Calculated Property | |
| Pc | 1681.75 | kPa | Relay (... Calculated Property ⚠️ |
| Inp | 1673.80 | NIST | |
| Tboil | 563.91 | K | Relay (... Calculated Property |
| Tc | 761.73 | K | Relay (... Calculated Property |
| Tfus | 218.24 | K | Relay (... Calculated Property |
| Vc | 0.853 | m3/kmol | Relay (... Calculated Property |
Similar Compounds
![3-(Pyrrol[3-(2-ethylbutoxy)-1,1,3,3-tetramethyldisiloxanyl]oxymorphomethyl)pyridine.](data:image/png;base64,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)
Find more compounds similar to 2-Ethyl-1-butanol, picolinyloxydimethylsilyl ether.
Sources
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- Crippen Method
- Crippen Method
- NIST Webbook
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