- InChI
- InChI=1S/C9H27O3PSi3/c1-14(2,3)10-13(11-15(4,5)6)12-16(7,8)9/h1-9H3
- InChI Key
- VMZOBROUFBEGAR-UHFFFAOYSA-N
- Formula
- C9H27O3PSi3
- SMILES
-
C[Si](C)(C)OP(O[Si](C)(C)C)O[S
i](C)(C)C - Molecular Weight1
- 298.54
- 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 | 0.5104 | Relay (... Calculated Property | |
| ΔfG° | -152.96 | kJ/mol | Relay (... Calculated Property ⚠️ |
| ΔfH°gas | -893.12 | kJ/mol | Relay (... Calculated Property |
| ΔvapH° | 54.47 | kJ/mol | Relay (... Calculated Property |
| IE | 8.48 | eV | Relay (... Calculated Property |
| log10WS | -2.43 | Relay (... Calculated Property | |
| logPoct/wat | 4.768 | Crippen Calculated Property | |
| Pc | 1130.27 | kPa | Relay (... Calculated Property ⚠️ |
| Inp | [1115.00; 1115.00] |
|
|
| Inp | 1115.00 | NIST | |
| Inp | 1115.00 | NIST | |
| Tboil | 481.25 | K | Relay (... Calculated Property |
| Tc | 617.69 | K | Relay (... Calculated Property |
| Tfus | 263.62 | K | Relay (... Calculated Property |
| Vc | 1.019 | m3/kmol | Relay (... Calculated Property |
Similar Compounds
![Trisiloxane, 1,1,1,5,5,5-hexamethyl-3,3-bis[(trimethylsilyl)oxy]-.](data:image/png;base64,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)
Find more compounds similar to Phosphorous acid, tris(trimethylsilyl) ester.
Sources
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- Crippen Method
- Crippen Method
- NIST Webbook
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