- InChI
- InChI=1S/C35H70O3Si3/c1-24(2)15-16-25(3)28-17-18-29-33-30(23-32(35(28,29)5)38-41(12,13)14)34(4)20-19-27(36-39(6,7)8)21-26(34)22-31(33)37-40(9,10)11/h24-33H,15-23H2,1-14H3/t25?,26-,27+,28?,29?,30?,31+,32-,33?,34?,35?/m1/s1
- InChI Key
- ADZXHKTUEUYJJL-ZVPGYCKJSA-N
- Formula
- C35H70O3Si3
- SMILES
-
CC(C)CCC(C)C1CCC2C3C(O[Si](C)(
C)C)CC4CC(O[Si](C)(C)C)CCC4(C) C3CC(O[Si](C)(C)C)C12C - Molecular Weight1
- 623.18
- 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 | 0.7948 | Relay (... Calculated Property | |
| ΔfG° | 19.22 | kJ/mol | Relay (... Calculated Property ⚠️ |
| ΔfH°gas | -1190.19 | kJ/mol | Relay (... Calculated Property |
| ΔvapH° | 121.34 | kJ/mol | Relay (... Calculated Property |
| IE | 8.95 | eV | Relay (... Calculated Property |
| log10WS | -8.42 | Relay (... Calculated Property | |
| logPoct/wat | 10.598 | Crippen Calculated Property | |
| Pc | -731.61 | kPa | Relay (... Calculated Property ⚠️ |
| Inp | 3195.00 | NIST | |
| Tboil | 729.34 | K | Relay (... Calculated Property |
| Tc | 990.12 | K | Relay (... Calculated Property |
| Tfus | 363.86 | K | Relay (... Calculated Property |
| Vc | 2.069 | m3/kmol | Relay (... Calculated Property |
Similar Compounds
![Silane, [[(3«beta»,5«alpha»,7«beta»,17«beta»)-androstane-3,7,17-triyl]tris(oxy)]tris[trimethyl-.](data:image/png;base64,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)
Find more compounds similar to 5«beta»-Cholestane-3«alpha»,7«alpha»,12«alpha»-triol, 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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