- InChI
- InChI=1S/C25H46O3Si2/c1-24-14-13-18(27-29(3,4)5)15-17(24)9-10-19-20-11-12-22(26)25(20,2)16-21(23(19)24)28-30(6,7)8/h17-21,23H,9-16H2,1-8H3/t17-,18+,19-,20-,21-,23+,24-,25-/m1/s1
- InChI Key
- SVZGBEADGIZYEM-CQAIBLENSA-N
- Formula
- C25H46O3Si2
- SMILES
-
CC12CC(O[Si](C)(C)C)C3C(CCC4CC
(O[Si](C)(C)C)CCC43C)C1CCC2=O - Molecular Weight1
- 450.80
- 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 | 0.6123 | Relay (... Calculated Property | |
| ΔfG° | -61.73 | kJ/mol | Relay (... Calculated Property ⚠️ |
| ΔfH°gas | -915.62 | kJ/mol | Relay (... Calculated Property |
| ΔvapH° | 99.84 | kJ/mol | Relay (... Calculated Property |
| IE | 8.89 | eV | Relay (... Calculated Property |
| log10WS | -5.53 | Relay (... Calculated Property | |
| logPoct/wat | 6.648 | Crippen Calculated Property | |
| Pc | 245.97 | kPa | Relay (... Calculated Property ⚠️ |
| Inp | 2696.00 | NIST | |
| Tboil | 674.94 | K | Relay (... Calculated Property |
| Tc | 943.08 | K | Relay (... Calculated Property |
| Tfus | 390.54 | K | Relay (... Calculated Property |
| Vc | 1.433 | m3/kmol | Relay (... Calculated Property |
Similar Compounds
![Androstane-11,17-dione, 3-[(trimethylsilyl)oxy]-, (3«alpha»,5«beta»)-.](data:image/png;base64,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)
Find more compounds similar to 11B-Hydroxyandrosterone (5A-Androstan-3A,11B-diol-17-one), TMS.
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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