- InChI
- InChI=1S/C18H38O3Si2/c1-12-13-14-15(20-22(8,9)17(2,3)4)16(19)21-23(10,11)18(5,6)7/h14H,12-13H2,1-11H3/b15-14-
- InChI Key
- WKFOEZMZZHXNDF-PFONDFGASA-N
- Formula
- C18H38O3Si2
- SMILES
-
CCCC=C(O[Si](C)(C)C(C)(C)C)C(=
O)O[Si](C)(C)C(C)(C)C - Molecular Weight1
- 358.66
- 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 | 0.6920 | Relay (1.0) Calculated Property | |
| ΔfG° | -208.25 | kJ/mol | Relay (1.0-beta) Calculated Property |
| ΔfH°gas | -944.46 | kJ/mol | Relay (1.0) Calculated Property |
| ΔvapH° | 65.87 | kJ/mol | Relay (1.0) Calculated Property |
| IE | 8.69 | eV | Relay (1.0) Calculated Property |
| log10WS | -4.58 | Relay (1.0) Calculated Property | |
| logPoct/wat | 6.241 | Crippen Calculated Property | |
| Pc | 1282.88 | kPa | Relay (1.0-beta) Calculated Property |
| Inp | 1768.00 | NIST | |
| Tboil | 555.14 | K | Relay (1.0) Calculated Property |
| Tc | 756.67 | K | Relay (1.0) Calculated Property |
| Tfus | 312.98 | K | Relay (1.0) Calculated Property |
| Vc | 1.215 | m3/kmol | Relay (1.0) Calculated Property |
Similar Compounds
![2-Hexenedioic acid, 2-[(trimethylsilyl)oxy]-, bis(trimethylsilyl) ester.](data:image/png;base64,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)
Find more compounds similar to 2-Ketocaproic acid, diTBDMS.
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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