- InChI
- InChI=1S/C8H18OSi/c1-7-8(2,3)9-10(4,5)6/h7H,1H2,2-6H3
- InChI Key
- BLBZOGHDVSJFBH-UHFFFAOYSA-N
- Formula
- C8H18OSi
- SMILES
- C=CC(C)(C)O[Si](C)(C)C
- Molecular Weight1
- 158.31
- CAS
- 19916-99-5
- Other Names
-
- [(1,1-Dimethyl-2-propenyl)oxy](trimethyl)silane
- 2-Methyl-3-buten-2-ol, trimethylsilyl ether
- 2-Trimethylsiloxy-2-methyl-3-butene
- 2-Methyl-3-buten-2-ol, tms 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 | 0.2973 | Relay (... Calculated Property | |
| ΔfG° | -20.64 | kJ/mol | Relay (... Calculated Property ⚠️ |
| ΔfH°gas | -362.93 | kJ/mol | Relay (... Calculated Property |
| ΔvapH° | 42.04 | kJ/mol | Relay (... Calculated Property |
| IE | 9.47 | eV | Relay (... Calculated Property |
| log10WS | -1.13 | Relay (... Calculated Property | |
| logPoct/wat | 2.803 | Crippen Calculated Property | |
| Pc | 2015.33 | kPa | Relay (... Calculated Property ⚠️ |
| Inp | 790.40 | NIST | |
| Tboil | 388.04 | K | Relay (... Calculated Property |
| Tc | 541.81 | K | Relay (... Calculated Property |
| Tfus | 185.46 | K | Relay (... Calculated Property |
| Vc | 0.561 | m3/kmol | Relay (... Calculated Property |
Similar Compounds
![Propanoic acid, 2-methyl-2-[(trimethylsilyl)oxy]-, trimethylsilyl ester.](data:image/png;base64,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)
Find more compounds similar to (2-Methyl-but-3-enyl-2-oxy)-trimethyl-silane.
Sources
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- NIST Webbook
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