- InChI
- InChI=1S/C16H42O4Si4/c1-21(2,3)17-13-15(19-23(7,8)9)16(20-24(10,11)12)14-18-22(4,5)6/h15-16H,13-14H2,1-12H3
- InChI Key
- ZBFVOPVQUXWTHM-UHFFFAOYSA-N
- Formula
- C16H42O4Si4
- SMILES
-
C[Si](C)(C)OCC(O[Si](C)(C)C)C(
CO[Si](C)(C)C)O[Si](C)(C)C - Molecular Weight1
- 410.84
- Other Names
-
- Mesoerythritol, TMS
- 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 | 0.6640 | Relay (... Calculated Property | |
| ΔfG° | -313.20 | kJ/mol | Relay (... Calculated Property ⚠️ |
| ΔfH°gas | -1265.03 | kJ/mol | Relay (... Calculated Property |
| ΔvapH° | 62.46 | kJ/mol | Relay (... Calculated Property |
| IE | 9.38 | eV | Relay (... Calculated Property |
| log10WS | -2.70 | Relay (... Calculated Property | |
| logPoct/wat | 5.130 | Crippen Calculated Property | |
| Pc | 590.14 | kPa | Relay (... Calculated Property ⚠️ |
| Inp | [1500.80; 1528.00] |
|
|
| Inp | 1528.00 | NIST | |
| Inp | 1500.80 | NIST | |
| Inp | 1500.80 | NIST | |
| Tboil | 559.46 | K | Relay (... Calculated Property |
| Tc | 686.14 | K | Relay (... Calculated Property |
| Tfus | 275.53 | K | Relay (... Calculated Property |
| Vc | 1.437 | m3/kmol | Relay (... Calculated Property |
Similar Compounds
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1,2,3,4-tetrakis[(trimethylsilyl)oxy]-.](data:image/png;base64,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)
Find more compounds similar to meso-Erythritol, tetrakis(trimethylsilyl) ether.
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
Note: Cheméo is only indexing the data, follow the source links to retrieve the latest data. The source is also providing more information like the publication year, authors and more. Take the time to validate and double check the source of the data.