- InChI
- InChI=1S/C23H40OSi/c1-17-14-23-13-10-19-21(2,16-24-25(4,5)6)11-7-12-22(19,3)20(23)9-8-18(17)15-23/h18-20H,1,7-16H2,2-6H3/t18?,19?,20?,21-,22+,23+/m1/s1
- InChI Key
- ROUGQYHITZRPPQ-PZNBRSPVSA-N
- Formula
- C23H40OSi
- SMILES
-
C=C1CC23CCC4C(C)(CO[Si](C)(C)C
)CCCC4(C)C2CCC1C3 - Molecular Weight1
- 360.65
- 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 | 0.5011 | Relay (1.0) Calculated Property | |
| ΔfG° | 161.52 | kJ/mol | Relay (1.0-beta) Calculated Property |
| ΔfH°gas | -477.93 | kJ/mol | Relay (1.0) Calculated Property |
| ΔvapH° | 92.45 | kJ/mol | Relay (1.0) Calculated Property |
| IE | 8.89 | eV | Relay (1.0) Calculated Property |
| log10WS | -6.34 | Relay (1.0) Calculated Property | |
| logPoct/wat | 6.807 | Crippen Calculated Property | |
| Pc | 820.01 | kPa | Relay (1.0-beta) Calculated Property |
| Inp | [2244.00; 2330.00] |
|
|
| Inp | 2329.00 | NIST | |
| Inp | 2330.00 | NIST | |
| Inp | 2244.00 | NIST | |
| Inp | 2244.00 | NIST | |
| Tboil | 654.30 | K | Relay (1.0) Calculated Property |
| Tc | 885.91 | K | Relay (1.0) Calculated Property |
| Tfus | 371.63 | K | Relay (1.0) Calculated Property |
| Vc | 1.169 | m3/kmol | Relay (1.0) Calculated Property |
Similar Compounds
![Silane, [(3«beta»,5«alpha»)-cholest-7-en-3-yloxy]trimethyl-.](data:image/png;base64,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)
Find more compounds similar to ent-Kaurenol TMS.
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- Crippen Method
- NIST Webbook
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