- InChI
- InChI=1S/C15H30O6Si3/c1-22(2,3)19-13(16)10-12(15(18)21-24(7,8)9)11-14(17)20-23(4,5)6/h10H,11H2,1-9H3
- InChI Key
- RHDPKJMZPKZKTA-UHFFFAOYSA-N
- Formula
- C15H30O6Si3
- SMILES
-
C[Si](C)(C)OC(=O)C=C(CC(=O)O[S
i](C)(C)C)C(=O)O[Si](C)(C)C - Molecular Weight1
- 390.65
- CAS
- 55887-88-2
- Other Names
-
- Aconitic acid, tris-trimethylsilyl ester
- Aconitic acid, TMS
- ACONITIC ACID 3TMS
- Aconitic acid, tris-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 | 0.7847 | Relay (... Calculated Property | |
| ΔfG° | -611.80 | kJ/mol | Relay (... Calculated Property ⚠️ |
| ΔfH°gas | -1479.67 | kJ/mol | Relay (... Calculated Property |
| ΔvapH° | 75.20 | kJ/mol | Relay (... Calculated Property |
| IE | 9.92 | eV | Relay (... Calculated Property |
| log10WS | -2.95 | Relay (... Calculated Property | |
| logPoct/wat | 3.437 | Crippen Calculated Property | |
| Pc | 731.40 | kPa | Relay (... Calculated Property ⚠️ |
| Inp | [1745.00; 1771.00] |
|
|
| Inp | 1749.60 | NIST | |
| Inp | 1754.00 | NIST | |
| Inp | 1745.00 | NIST | |
| Inp | 1749.00 | NIST | |
| Inp | 1764.00 | NIST | |
| Inp | 1765.00 | NIST | |
| Inp | 1764.00 | NIST | |
| Inp | 1756.00 | NIST | |
| Inp | 1768.00 | NIST | |
| Inp | 1771.00 | NIST | |
| Inp | 1749.60 | NIST | |
| Inp | 1765.00 | NIST | |
| Tboil | 558.53 | K | Relay (... Calculated Property |
| Tc | 730.91 | K | Relay (... Calculated Property |
| Tfus | 316.03 | K | Relay (... Calculated Property |
| Vc | 1.226 | m3/kmol | Relay (... Calculated Property |
Similar Compounds
![1-Cyclohexene-1-carboxylic acid, 3,4,5-tris[(trimethylsilyl)oxy]-, trimethylsilyl ester, [3R-(3«alpha»,4«alpha»,5«beta»)]-.](data:image/png;base64,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)
Find more compounds similar to Aconitic acid, tri-TMS.
Sources
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- Crippen Method
- Crippen Method
- NIST Webbook
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