- InChI
- InChI=1S/C17H28F3NO3Si2/c1-21(16(22)17(18,19)20)11-10-13-8-9-14(23-25(2,3)4)15(12-13)24-26(5,6)7/h8-9,12H,10-11H2,1-7H3
- InChI Key
- SLQQLJGJUQZDSV-UHFFFAOYSA-N
- Formula
- C17H28F3NO3Si2
- SMILES
-
CN(CCc1ccc(O[Si](C)(C)C)c(O[Si
](C)(C)C)c1)C(=O)C(F)(F)F - Molecular Weight1
- 407.58
- 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 | 0.7492 | Relay (1.0) Calculated Property | |
| ΔfG° | -648.67 | kJ/mol | Relay (1.0-beta) Calculated Property |
| ΔfH°gas | -1358.96 | kJ/mol | Relay (1.0) Calculated Property |
| ΔvapH° | 78.54 | kJ/mol | Relay (1.0) Calculated Property |
| IE | 8.84 | eV | Relay (1.0) Calculated Property |
| log10WS | -3.08 | Relay (1.0) Calculated Property | |
| logPoct/wat | 4.677 | Crippen Calculated Property | |
| Pc | 616.83 | kPa | Relay (1.0-beta) Calculated Property |
| Inp | 1910.00 | NIST | |
| Tboil | 583.69 | K | Relay (1.0) Calculated Property |
| Tc | 752.46 | K | Relay (1.0) Calculated Property |
| Tfus | 318.50 | K | Relay (1.0) Calculated Property |
| Vc | 1.159 | m3/kmol | Relay (1.0) Calculated Property |
Similar Compounds
![2-{3,4-Bis[(trimethylsilyl)oxy]phenyl}ethanamine.](data:image/png;base64,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)
Find more compounds similar to Epinine, N-TFA-O-TMS.
Sources
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- Crippen Method
- NIST Webbook
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