- InChI
- InChI=1S/C26H47NO3Si2/c1-25-14-12-19(29-31(4,5)6)16-18(25)10-11-20-21(25)13-15-26(2)23(27-28-3)17-22(24(20)26)30-32(7,8)9/h10,19-22,24H,11-17H2,1-9H3/b27-23+/t19-,20?,21?,22-,24?,25-,26+/m1/s1
- InChI Key
- MBWQPKSHCCDIHT-HHGPHDPYSA-N
- Formula
- C26H47NO3Si2
- SMILES
-
CON=C1CC(O[Si](C)(C)C)C2C3CC=C
4CC(O[Si](C)(C)C)CCC4(C)C3CCC1 2C - Molecular Weight1
- 477.83
- 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 | 0.6601 | Relay (... Calculated Property | |
| ΔfG° | 145.38 | kJ/mol | Relay (... Calculated Property ⚠️ |
| ΔfH°gas | -674.79 | kJ/mol | Relay (... Calculated Property |
| ΔvapH° | 105.46 | kJ/mol | Relay (... Calculated Property |
| IE | 8.25 | eV | Relay (... Calculated Property |
| log10WS | -5.24 | Relay (... Calculated Property | |
| logPoct/wat | 7.002 | Crippen Calculated Property | |
| Pc | 89.57 | kPa | Relay (... Calculated Property ⚠️ |
| Inp | 2780.00 | NIST | |
| Tboil | 662.95 | K | Relay (... Calculated Property |
| Tc | 929.65 | K | Relay (... Calculated Property |
| Tfus | 386.26 | K | Relay (... Calculated Property |
| Vc | 1.492 | m3/kmol | Relay (... Calculated Property |
Similar Compounds
![Androst-5-en-17-one, 3,16-bis[(trimethylsilyl)oxy]-, O-(trimethylsilyl)oxime, (3«beta»,16«beta»)-.](data:image/png;base64,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)
Find more compounds similar to 3-«beta»,15-«alpha»-Dihydroxy-5-androsten-17-one, MO 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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