- InChI
- InChI=1S/C12H20OSi/c1-9-7-11(3)12(8-10(9)2)13-14(4,5)6/h7-8H,1-6H3
- InChI Key
- DJIBXEXTHIQKKG-UHFFFAOYSA-N
- Formula
- C12H20OSi
- SMILES
- Cc1cc(C)c(O[Si](C)(C)C)cc1C
- Molecular Weight1
- 208.37
- 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).
- 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 | 0.4974 | Relay (... Calculated Property | |
| ΔfG° | 2.10 | kJ/mol | Relay (... Calculated Property ⚠️ |
| ΔfH°gas | -348.47 | kJ/mol | Relay (... Calculated Property |
| ΔvapH° | 59.57 | kJ/mol | Relay (... Calculated Property |
| IE | 8.18 | eV | Relay (... Calculated Property |
| log10WS | -3.68 | Relay (... Calculated Property | |
| logPoct/wat | 3.826 | Crippen Calculated Property | |
| Pc | 1745.93 | kPa | Relay (... Calculated Property ⚠️ |
| Tboil | 511.83 | K | Relay (... Calculated Property |
| Tc | 698.63 | K | Relay (... Calculated Property |
| Tfus | 316.38 | K | Relay (... Calculated Property |
| Vc | 0.708 | m3/kmol | Relay (... Calculated Property |
Similar Compounds
![Trimethylsilyl 3-methyl-4-[(trimethylsilyl)oxy]benzoate.](data:image/png;base64,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)
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