- InChI
- InChI=1S/C18H20Si/c1-3-15-19(16-4-2,17-11-7-5-8-12-17)18-13-9-6-10-14-18/h3-14H,1-2,15-16H2
- InChI Key
- ZODWTWYKYYGSFS-UHFFFAOYSA-N
- Formula
- C18H20Si
- SMILES
-
C=CC[Si](CC=C)(c1ccccc1)c1cccc
c1 - Molecular Weight1
- 264.44
- CAS
- 10519-88-7
- Other Names
-
- Diphenyldiallylsilane
- Diallyldiphenylsilane
- Silane, diallyldiphenyl-
- diphenylbis(2-propenyl)silane
- 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 | 0.4080 | Relay (1.0) Calculated Property | |
| ΔfG° | 415.31 | kJ/mol | Relay (1.0-beta) Calculated Property |
| ΔfH°gas | 205.20 | kJ/mol | Relay (1.0) Calculated Property |
| ΔvapH° | 64.02 | kJ/mol | Relay (1.0) Calculated Property |
| IE | 8.84 | eV | Relay (1.0) Calculated Property |
| log10WS | -4.98 | Relay (1.0) Calculated Property | |
| logPoct/wat | 3.622 | Crippen Calculated Property | |
| Pc | 1911.40 | kPa | Relay (1.0-beta) Calculated Property |
| Tboil | 592.57 | K | Relay (1.0) Calculated Property |
| Tc | 826.07 | K | Relay (1.0) Calculated Property |
| Tfus | 303.45 | K | Relay (1.0) Calculated Property |
| Vc | 0.768 | m3/kmol | Relay (1.0) Calculated Property |
Similar Compounds
![(1R,4S,5S)-4-tert-Butyldimethylsilyloxy-2-aza-8-oxabicyclo[3,2,1]octane.](data:image/png;base64,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)
Find more compounds similar to Silane, diphenyldi-2-propenyl-.
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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