- InChI
- InChI=1S/C30H56O4Si4/c1-30-19-18-24-23-17-15-22(31-35(2,3)4)20-21(23)14-16-25(24)26(30)27(32-36(5,6)7)28(33-37(8,9)10)29(30)34-38(11,12)13/h15,17,20,24-29H,14,16,18-19H2,1-13H3/t24?,25?,26?,27?,28-,29+,30+/m0/s1
- InChI Key
- RSQDODOMVGFYEA-SUCWCPSBSA-N
- Formula
- C30H56O4Si4
- SMILES
-
CC12CCC3c4ccc(O[Si](C)(C)C)cc4
CCC3C1C(O[Si](C)(C)C)C(O[Si](C )(C)C)C2O[Si](C)(C)C - Molecular Weight1
- 593.11
- 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.
- 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 | 0.8093 | Relay (1.0) Calculated Property | |
| ΔfG° | -91.32 | kJ/mol | Relay (1.0-beta) Calculated Property |
| ΔfH°gas | -1162.70 | kJ/mol | Relay (1.0) Calculated Property |
| ΔvapH° | 108.41 | kJ/mol | Relay (1.0) Calculated Property |
| IE | 8.34 | eV | Relay (1.0) Calculated Property |
| log10WS | -7.01 | Relay (1.0) Calculated Property | |
| logPoct/wat | 8.636 | Crippen Calculated Property | |
| Inp | [3076.00; 3076.00] |
|
|
| Inp | 3076.00 | NIST | |
| Inp | 3076.00 | NIST | |
| Tboil | 728.25 | K | Relay (1.0) Calculated Property |
| Tc | 972.21 | K | Relay (1.0) Calculated Property |
| Tfus | 372.47 | K | Relay (1.0) Calculated Property |
| Vc | 1.908 | m3/kmol | Relay (1.0) Calculated Property |
Similar Compounds
![Silane, [[(16«beta»,17«alpha»)-estra-1,3,5(10)-triene-3,16,17-triyl]tris(oxy)]tris[trimethyl-.](data:image/png;base64,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)
Find more compounds similar to 15(ksi)-Hydroxyoestriol, 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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