- InChI
- InChI=1S/C10H22OSi/c1-8-9(2)11-12(6,7)10(3,4)5/h8-9H,1H2,2-7H3
- InChI Key
- VAOGBZQGOFYUSV-UHFFFAOYSA-N
- Formula
- C10H22OSi
- SMILES
- C=CC(C)O[Si](C)(C)C(C)(C)C
- Molecular Weight1
- 186.37
- Other Names
-
- 3-Buten-2-ol, tbdms derivative
- 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 | 0.3375 | Relay (1.0) Calculated Property | |
| ΔfG° | 12.74 | kJ/mol | Relay (1.0-beta) Calculated Property |
| ΔfH°gas | -380.18 | kJ/mol | Relay (1.0) Calculated Property |
| ΔvapH° | 45.05 | kJ/mol | Relay (1.0) Calculated Property |
| IE | 9.08 | eV | Relay (1.0) Calculated Property |
| log10WS | -1.69 | Relay (1.0) Calculated Property | |
| logPoct/wat | 3.583 | Crippen Calculated Property | |
| Pc | 2143.71 | kPa | Relay (1.0-beta) Calculated Property |
| Inp | 935.80 | NIST | |
| Tboil | 432.68 | K | Relay (1.0) Calculated Property |
| Tc | 599.96 | K | Relay (1.0) Calculated Property |
| Tfus | 222.41 | K | Relay (1.0) Calculated Property |
| Vc | 0.624 | m3/kmol | Relay (1.0) Calculated Property |
Similar Compounds
![2-Pyrrol[tert-butyl(dimethyl)silyl]oxymorphopropan-1-ol.](data:image/png;base64,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)
Find more compounds similar to 3-Buten-2-ol, tert-butyldimethylsilyl 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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