- InChI
- InChI=1S/C8H20OSi/c1-8(2,3)7-9-10(4,5)6/h7H2,1-6H3
- InChI Key
- CFUAMMVVJMPPLD-UHFFFAOYSA-N
- Formula
- C8H20OSi
- SMILES
- CC(C)(C)CO[Si](C)(C)C
- Molecular Weight1
- 160.33
- CAS
- 18246-63-4
- Other Names
-
- Silane, (2,2-dimethyl-1-propyloxy)trimethyl-
- Neopentyl trimethylsilyl ether
- Neopentyl alcohol, trimethylsilyl ether
- Trimethyl(neopentoxy)silane
- Neopentyl alcohol, 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 | 0.3886 | Relay (1.0) Calculated Property | |
| ΔfG° | -93.89 | kJ/mol | Relay (1.0-beta) Calculated Property |
| ΔfH°gas | -463.87 | kJ/mol | Relay (1.0) Calculated Property |
| ΔvapH° | 39.46 | kJ/mol | Relay (1.0) Calculated Property |
| IE | 9.68 | eV | Relay (1.0) Calculated Property |
| log10WS | -2.15 | Relay (1.0) Calculated Property | |
| logPoct/wat | 2.884 | Crippen Calculated Property | |
| Pc | 2081.02 | kPa | Relay (1.0-beta) Calculated Property |
| Inp | 778.00 | NIST | |
| Tboil | 396.89 | K | Relay (1.0) Calculated Property |
| Tc | 557.06 | K | Relay (1.0) Calculated Property |
| Tfus | 253.10 | K | Relay (1.0) Calculated Property |
| Vc | 0.592 | m3/kmol | Relay (1.0) Calculated Property |
Similar Compounds
![Propanoic acid, 2-methyl-3-[(trimethylsilyl)oxy]-, trimethylsilyl ester.](data:image/png;base64,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)
Find more compounds similar to Silane, (2,2-dimethylpropoxy)trimethyl-.
Sources
- Cheméo Relay (1.0)
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- Crippen Method
- Crippen Method
- NIST Webbook
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