- InChI
- InChI=1S/C13H26OSi/c1-11-7-9-12(10-8-11)13(2,3)14-15(4,5)6/h7,12H,8-10H2,1-6H3
- InChI Key
- QFMNBGCPRJYFNY-UHFFFAOYSA-N
- Formula
- C13H26OSi
- SMILES
-
CC1=CCC(C(C)(C)O[Si](C)(C)C)CC
1 - Molecular Weight1
- 226.43
- CAS
- 90934-33-1
- 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 | 0.3714 | Relay (... Calculated Property | |
| ΔfG° | 34.47 | kJ/mol | Relay (... Calculated Property ⚠️ |
| ΔfH°gas | -390.76 | kJ/mol | Relay (... Calculated Property |
| ΔvapH° | 55.92 | kJ/mol | Relay (... Calculated Property |
| IE | 8.55 | eV | Relay (... Calculated Property |
| log10WS | -2.92 | Relay (... Calculated Property | |
| logPoct/wat | 4.363 | Crippen Calculated Property | |
| Pc | 1596.46 | kPa | Relay (... Calculated Property ⚠️ |
| Inp | [1323.20; 1323.20] |
|
|
| Inp | 1323.20 | NIST | |
| Inp | 1323.20 | NIST | |
| Tboil | 508.68 | K | Relay (... Calculated Property |
| Tc | 673.84 | K | Relay (... Calculated Property |
| Tfus | 227.15 | K | Relay (... Calculated Property |
| Vc | 0.759 | m3/kmol | Relay (... Calculated Property |
Similar Compounds
![Silane, [[(3«beta»,22E)-ergosta-7,22-dien-3-yl]oxy]trimethyl-.](data:image/png;base64,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)
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