- InChI
- InChI=1S/C25H44O2Si/c1-23(2,3)28(6,7)27-22-11-10-20-19-9-8-17-16-18(26)12-14-24(17,4)21(19)13-15-25(20,22)5/h17,19-22H,8-16H2,1-7H3/t17?,19?,20?,21?,22-,24-,25-/m1/s1
- InChI Key
- BDIJWGREUGQQQQ-DBTMSDAISA-N
- Formula
- C25H44O2Si
- SMILES
-
CC12CCC(=O)CC1CCC1C2CCC2(C)C(O
[Si](C)(C)C(C)(C)C)CCC12 - Molecular Weight1
- 404.70
- 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 | 0.5800 | Relay (... Calculated Property | |
| ΔfG° | 43.27 | kJ/mol | Relay (... Calculated Property ⚠️ |
| ΔfH°gas | -681.64 | kJ/mol | Relay (... Calculated Property |
| ΔvapH° | 101.12 | kJ/mol | Relay (... Calculated Property |
| IE | 8.65 | eV | Relay (... Calculated Property |
| log10WS | -5.96 | Relay (... Calculated Property | |
| logPoct/wat | 6.989 | Crippen Calculated Property | |
| Pc | 880.23 | kPa | Relay (... Calculated Property ⚠️ |
| Inp | [2856.00; 2916.00] |
|
|
| Inp | 2856.00 | NIST | |
| Inp | 2916.00 | NIST | |
| Tboil | 669.88 | K | Relay (... Calculated Property |
| Tc | 962.73 | K | Relay (... Calculated Property |
| Tfus | 415.29 | K | Relay (... Calculated Property |
| Vc | 1.291 | m3/kmol | Relay (... Calculated Property |
Similar Compounds
![Androstan-17-one, 3-[[(1,1-dimethylethyl)dimethylsilyl]oxy]-, (3«beta»,5«alpha»)-.](data:image/png;base64,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)
Find more compounds similar to Androstanolone, TBDMSi.
Sources
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- Crippen Method
- Crippen Method
- NIST Webbook
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