- InChI
- InChI=1S/C26H56O5Si3/c1-24(2,3)32(10,11)29-21(20-23(28)31-34(14,15)26(7,8)9)18-16-17-19-22(27)30-33(12,13)25(4,5)6/h21H,16-20H2,1-15H3
- InChI Key
- LRBZZXLIRPXOTH-UHFFFAOYSA-N
- Formula
- C26H56O5Si3
- SMILES
-
CC(C)(C)[Si](C)(C)OC(=O)CCCCC(
CC(=O)O[Si](C)(C)C(C)(C)C)O[Si ](C)(C)C(C)(C)C - Molecular Weight1
- 532.98
- 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 | 0.9569 | Relay (... Calculated Property | |
| ΔfG° | -385.73 | kJ/mol | Relay (... Calculated Property ⚠️ |
| ΔfH°gas | -1580.92 | kJ/mol | Relay (... Calculated Property |
| ΔvapH° | 85.25 | kJ/mol | Relay (... Calculated Property |
| IE | 8.88 | eV | Relay (... Calculated Property |
| log10WS | -4.74 | Relay (... Calculated Property | |
| logPoct/wat | 8.424 | Crippen Calculated Property | |
| Pc | 751.35 | kPa | Relay (... Calculated Property ⚠️ |
| Inp | 2526.00 | NIST | |
| Tboil | 610.81 | K | Relay (... Calculated Property |
| Tc | 844.99 | K | Relay (... Calculated Property |
| Tfus | 323.57 | K | Relay (... Calculated Property |
| Vc | 1.817 | m3/kmol | Relay (... Calculated Property |
Similar Compounds
![Octanoic acid, 2-[(tert-butyldimethylsilyl)oxy]-, tert-butyldimethylsilyl ester, (.+/-.)-.](data:image/png;base64,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)
Find more compounds similar to 3-Hydroxysuberic acid, triTBDMS.
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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