- InChI
- InChI=1S/C27H50O2Si/c1-18(29-30(7,8)25(2,3)4)22-11-12-23-21-10-9-19-17-20(28)13-15-26(19,5)24(21)14-16-27(22,23)6/h18-24,28H,9-17H2,1-8H3/t18-,19-,20-,21?,22-,23?,24?,26+,27-/m1/s1
- InChI Key
- RIVQQTPANLLITQ-CGBBKENSSA-N
- Formula
- C27H50O2Si
- SMILES
-
CC(O[Si](C)(C)C(C)(C)C)C1CCC2C
3CCC4CC(O)CCC4(C)C3CCC12C - Molecular Weight1
- 434.77
- 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 | 0.6884 | Relay (... Calculated Property | |
| ΔfG° | 48.28 | kJ/mol | Relay (... Calculated Property ⚠️ |
| ΔfH°gas | -775.39 | kJ/mol | Relay (... Calculated Property |
| ΔvapH° | 129.14 | kJ/mol | Relay (... Calculated Property |
| IE | 8.63 | eV | Relay (... Calculated Property |
| log10WS | -6.18 | Relay (... Calculated Property | |
| logPoct/wat | 7.417 | Crippen Calculated Property | |
| Pc | 574.45 | kPa | Relay (... Calculated Property ⚠️ |
| Inp | [3011.00; 3065.00] |
|
|
| Inp | 3011.00 | NIST | |
| Inp | 3065.00 | NIST | |
| Tboil | 694.35 | K | Relay (... Calculated Property |
| Tc | 976.16 | K | Relay (... Calculated Property |
| Tfus | 430.46 | K | Relay (... Calculated Property |
| Vc | 1.419 | m3/kmol | Relay (... Calculated Property |
Similar Compounds
![Silane, [[(3«alpha»,5«beta»,17«beta»)-androstane-3,17-diyl]bis(oxy)]bis[(1,1-dimethylethyl)dimethyl-.](data:image/png;base64,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)
Find more compounds similar to 5«beta»-Pregnane-3«alpha»,20«alpha»-diol, (20-O)-TBDMSi.
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- Crippen Method
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