- InChI
- InChI=1S/C7H14O2Si/c1-5-6-7(8)9-10(2,3)4/h5H,1,6H2,2-4H3
- InChI Key
- NJLWVYLLRXIFHK-UHFFFAOYSA-N
- Formula
- C7H14O2Si
- SMILES
- C=CCC(=O)O[Si](C)(C)C
- Molecular Weight1
- 158.27
- Other Names
-
- 3-Butenoic 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 | 0.3734 | Relay (1.0) Calculated Property | |
| ΔfG° | -187.55 | kJ/mol | Relay (1.0-beta) Calculated Property |
| ΔfH°gas | -512.96 | kJ/mol | Relay (1.0) Calculated Property |
| ΔvapH° | 46.69 | kJ/mol | Relay (1.0) Calculated Property |
| IE | 9.79 | eV | Relay (1.0) Calculated Property |
| log10WS | -1.12 | Relay (1.0) Calculated Property | |
| logPoct/wat | 1.941 | Crippen Calculated Property | |
| Pc | 2173.70 | kPa | Relay (1.0-beta) Calculated Property |
| Inp | 874.10 | NIST | |
| Tboil | 404.30 | K | Relay (1.0) Calculated Property |
| Tc | 584.24 | K | Relay (1.0) Calculated Property |
| Tfus | 190.67 | K | Relay (1.0) Calculated Property |
| Vc | 0.499 | m3/kmol | Relay (1.0) Calculated Property |
Similar Compounds
![Pentenoic acid, 4-[(trimethylsilyl)oxy]-, trimethylsilyl ester.](data:image/png;base64,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)
Find more compounds similar to 3-Butenoic acid, trimethylsilyl ester.
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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