- InChI
- InChI=1S/C4H10O2Si/c1-7(2,3)6-4-5/h4H,1-3H3
- InChI Key
- KBPSATXXRVXAAJ-UHFFFAOYSA-N
- Formula
- C4H10O2Si
- SMILES
- C[Si](C)(C)OC=O
- Molecular Weight1
- 118.21
- CAS
- 18243-21-5
- Other Names
-
- Trimethylsilyl formate
- Formic acid, trimethylsilyl ester
- Formic acid, 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 | 0.3388 | Relay (... Calculated Property | |
| ΔfG° | -247.59 | kJ/mol | Relay (... Calculated Property ⚠️ |
| ΔfH°gas | -529.02 | kJ/mol | Relay (... Calculated Property |
| ΔvapH° | 36.55 | kJ/mol | Relay (... Calculated Property |
| IE | 10.60 | eV | Relay (... Calculated Property |
| log10WS | -0.35 | Relay (... Calculated Property | |
| logPoct/wat | 0.994 | Crippen Calculated Property | |
| Pc | 3140.34 | kPa | Relay (... Calculated Property ⚠️ |
| Inp | [612.00; 612.00] |
|
|
| Inp | 612.00 | NIST | |
| Inp | 612.00 | NIST | |
| Tboil | 362.74 | K | Relay (... Calculated Property |
| Tc | 512.09 | K | Relay (... Calculated Property |
| Tfus | 217.69 | K | Relay (... Calculated Property |
| Vc | 0.374 | m3/kmol | Relay (... Calculated Property |
Similar Compounds
![Acetic acid, [(trimethylsilyl)oxy]-, trimethylsilyl ester.](data:image/png;base64,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)
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Sources
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- Crippen Method
- Crippen Method
- NIST Webbook
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