- InChI
- InChI=1S/C27H46O2Si2/c1-9-30(5,6)28-21-15-17-26(3)20(19-21)11-12-22-23-13-14-25(29-31(7,8)10-2)27(23,4)18-16-24(22)26/h9-11,21-25H,1-2,12-19H2,3-8H3/t21-,22?,23?,24?,25-,26-,27-/m1/s1
- InChI Key
- KDONFZABKNWBNT-FDMKQMTESA-N
- Formula
- C27H46O2Si2
- SMILES
-
C=C[Si](C)(C)OC1CCC2(C)C(=CCC3
C2CCC2(C)C(O[Si](C)(C)C=C)CCC3 2)C1 - Molecular Weight1
- 458.82
- 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 | 0.5297 | Relay (... Calculated Property | |
| ΔfG° | 227.15 | kJ/mol | Relay (... Calculated Property ⚠️ |
| ΔfH°gas | -551.02 | kJ/mol | Relay (... Calculated Property |
| ΔvapH° | 109.79 | kJ/mol | Relay (... Calculated Property |
| IE | 8.86 | eV | Relay (... Calculated Property |
| log10WS | -6.09 | Relay (... Calculated Property | |
| logPoct/wat | 7.580 | Crippen Calculated Property | |
| Pc | 245.73 | kPa | Relay (... Calculated Property ⚠️ |
| Inp | [2820.00; 2820.00] |
|
|
| Inp | 2820.00 | NIST | |
| Inp | 2820.00 | NIST | |
| Tboil | 677.55 | K | Relay (... Calculated Property |
| Tc | 931.45 | K | Relay (... Calculated Property |
| Tfus | 348.19 | K | Relay (... Calculated Property |
| Vc | 1.434 | m3/kmol | Relay (... Calculated Property |
Similar Compounds
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(3«beta»,11«beta»,17«beta»)-.](data:image/png;base64,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)
Find more compounds similar to 5-Androsten-3«beta»,17«beta»-diol, VDMS.
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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