silane](/cid/69-741-3/bis-3Z-Hex-3-en-1-yloxy-dimethyl-silane.png "bis[(3Z)-Hex-3-en-1-yloxy](dimethyl)silane")
- InChI
- InChI=1S/C14H28O2Si/c1-5-7-9-11-13-15-17(3,4)16-14-12-10-8-6-2/h7-10H,5-6,11-14H2,1-4H3/b9-7-,10-8-
- InChI Key
- GDIVSMOBVWCNJV-XOHWUJONSA-N
- Formula
- C14H28O2Si
- SMILES
- CCC=CCCO[Si](C)(C)OCCC=CCC
- Molecular Weight1
- 256.46
- 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 | 0.5214 | Relay (... Calculated Property | |
| ΔfG° | -28.91 | kJ/mol | Relay (... Calculated Property ⚠️ |
| ΔfH°gas | -625.40 | kJ/mol | Relay (... Calculated Property |
| ΔvapH° | 61.16 | kJ/mol | Relay (... Calculated Property |
| IE | 9.09 | eV | Relay (... Calculated Property |
| log10WS | -3.62 | Relay (... Calculated Property | |
| logPoct/wat | 4.434 | Crippen Calculated Property | |
| Pc | 1420.20 | kPa | Relay (... Calculated Property ⚠️ |
| Inp | [1470.30; 1470.30] |
|
|
| Inp | 1470.30 | NIST | |
| Inp | 1470.30 | NIST | |
| Tboil | 512.80 | K | Relay (... Calculated Property |
| Tc | 662.96 | K | Relay (... Calculated Property |
| Tfus | 195.69 | K | Relay (... Calculated Property |
| Vc | 0.850 | m3/kmol | Relay (... Calculated Property |
Similar Compounds
silane.](data:image/png;base64,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)
![Dimethyl(bis[(3Z)-non-3-en-1-yloxy])silane.](data:image/png;base64,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)
silane.](data:image/png;base64,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)
silane.](data:image/png;base64,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)
Find more compounds similar to bis[(3Z)-Hex-3-en-1-yloxy](dimethyl)silane.
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
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