- InChI
- InChI=1S/C27H52O4Si3/c1-25(2,3)32(10,11)29-22-19-17-16-18-21(22)20-23(30-33(12,13)26(4,5)6)24(28)31-34(14,15)27(7,8)9/h16-19,23H,20H2,1-15H3
- InChI Key
- HKGBMPZIOLCRID-UHFFFAOYSA-N
- Formula
- C27H52O4Si3
- SMILES
-
CC(C)(C)[Si](C)(C)OC(=O)C(Cc1c
cccc1O[Si](C)(C)C(C)(C)C)O[Si] (C)(C)C(C)(C)C - Molecular Weight1
- 524.96
- 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 | 0.8385 | Relay (... Calculated Property | |
| ΔfG° | -187.75 | kJ/mol | Relay (... Calculated Property ⚠️ |
| ΔfH°gas | -1199.26 | kJ/mol | Relay (... Calculated Property |
| ΔvapH° | 87.99 | kJ/mol | Relay (... Calculated Property |
| IE | 8.22 | eV | Relay (... Calculated Property |
| log10WS | -5.02 | Relay (... Calculated Property | |
| logPoct/wat | 8.552 | Crippen Calculated Property | |
| Pc | 757.62 | kPa | Relay (... Calculated Property ⚠️ |
| Inp | [2026.00; 2026.00] |
|
|
| Inp | 2026.00 | NIST | |
| Inp | 2026.00 | NIST | |
| Tboil | 629.91 | K | Relay (... Calculated Property |
| Tc | 894.70 | K | Relay (... Calculated Property |
| Tfus | 348.14 | K | Relay (... Calculated Property |
| Vc | 1.745 | m3/kmol | Relay (... Calculated Property |
Similar Compounds
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ester.](data:image/png;base64,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)
Find more compounds similar to 2-Hydroxyphenyllactic acid, TBDMS.
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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