- InChI
- InChI=1S/C31H61NO4Si3/c1-30-18-17-23(35-38(7,8)9)19-22(30)13-14-24-25-15-16-26(27(32-33-3)21-34-37(4,5)6)31(25,2)20-28(29(24)30)36-39(10,11)12/h22-26,28-29H,13-21H2,1-12H3/b32-27-/t22-,23-,24?,25?,26-,28+,29?,30+,31+/m0/s1
- InChI Key
- LTUTXXUPIPZWMI-DQGPTCKVSA-N
- Formula
- C31H61NO4Si3
- SMILES
-
CON=C(CO[Si](C)(C)C)C1CCC2C3CC
C4CC(O[Si](C)(C)C)CCC4(C)C3C(O [Si](C)(C)C)CC12C - Molecular Weight1
- 596.08
- 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 | 0.8210 | Relay (... Calculated Property | |
| ΔfG° | 49.03 | kJ/mol | Relay (... Calculated Property ⚠️ |
| ΔfH°gas | -1074.31 | kJ/mol | Relay (... Calculated Property |
| ΔvapH° | 112.75 | kJ/mol | Relay (... Calculated Property |
| IE | 8.44 | eV | Relay (... Calculated Property |
| log10WS | -6.23 | Relay (... Calculated Property | |
| logPoct/wat | 8.549 | Crippen Calculated Property | |
| Pc | -560.80 | kPa | Relay (... Calculated Property ⚠️ |
| Inp | [3011.00; 3030.00] |
|
|
| Inp | 3030.00 | NIST | |
| Inp | 3011.00 | NIST | |
| Inp | 3030.00 | NIST | |
| Tboil | 721.76 | K | Relay (... Calculated Property |
| Tc | 986.01 | K | Relay (... Calculated Property |
| Tfus | 371.97 | K | Relay (... Calculated Property |
| Vc | 1.896 | m3/kmol | Relay (... Calculated Property |
Similar Compounds
![Pregnan-20-one, 3,11,21-tris[(trimethylsilyl)oxy]-, O-methyloxime, (3«alpha»,5«beta»,11«beta»)-.](data:image/png;base64,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)
Find more compounds similar to allo-5B-Pregnan-3A,11B,21-triol-20-one, MO TMS.
Sources
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- 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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