- InChI
- InChI=1S/C23H39NO2Si/c1-22-11-10-20-19(21(22)14-17(15-22)24-25-3)8-7-16-13-18(26-27(4,5)6)9-12-23(16,20)2/h7,18-21H,8-15H2,1-6H3/b24-17+/t18-,19?,20?,21?,22?,23?/m1/s1
- InChI Key
- NRPJRKXOGHWDLY-YIUKKTQASA-N
- Formula
- C23H39NO2Si
- SMILES
-
CON=C1CC2C3CC=C4CC(O[Si](C)(C)
C)CCC4(C)C3CCC2(C)C1 - Molecular Weight1
- 389.65
- 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 | 0.5873 | Relay (1.0) Calculated Property | |
| ΔfG° | 219.51 | kJ/mol | Relay (1.0-beta) Calculated Property |
| ΔfH°gas | -420.19 | kJ/mol | Relay (1.0) Calculated Property |
| ΔvapH° | 101.77 | kJ/mol | Relay (1.0) Calculated Property |
| IE | 8.17 | eV | Relay (1.0) Calculated Property |
| log10WS | -4.87 | Relay (1.0) Calculated Property | |
| logPoct/wat | 6.172 | Crippen Calculated Property | |
| Pc | 580.04 | kPa | Relay (1.0-beta) Calculated Property |
| Inp | [2851.00; 2902.00] |
|
|
| Inp | 2851.00 | NIST | |
| Inp | 2902.00 | NIST | |
| Tboil | 647.37 | K | Relay (1.0) Calculated Property |
| Tc | 903.54 | K | Relay (1.0) Calculated Property |
| Tfus | 387.27 | K | Relay (1.0) Calculated Property |
| Vc | 1.206 | m3/kmol | Relay (1.0) Calculated Property |
Similar Compounds
![Silane, [[(3«beta»,24R)-ergost-5-en-3-yl]oxy]trimethyl-.](data:image/png;base64,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)
Find more compounds similar to 16-oxoandrostenediol, 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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