- InChI
- InChI=1S/C19H24F3NOSi/c1-25(2,3)23-14-13-18(15-7-5-4-6-8-15)24-17-11-9-16(10-12-17)19(20,21)22/h4-12,18,23H,13-14H2,1-3H3
- InChI Key
- RRRUVDDIEFNTEC-UHFFFAOYSA-N
- Formula
- C19H24F3NOSi
- SMILES
-
C[Si](C)(C)NCCC(Oc1ccc(C(F)(F)
F)cc1)c1ccccc1 - Molecular Weight1
- 367.48
- 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 | 0.6650 | Relay (1.0) Calculated Property | |
| ΔfG° | -341.29 | kJ/mol | Relay (1.0-beta) Calculated Property |
| ΔfH°gas | -820.47 | kJ/mol | Relay (1.0) Calculated Property |
| ΔvapH° | 89.32 | kJ/mol | Relay (1.0) Calculated Property |
| IE | 8.47 | eV | Relay (1.0) Calculated Property |
| log10WS | -3.74 | Relay (1.0) Calculated Property | |
| logPoct/wat | 5.640 | Crippen Calculated Property | |
| Pc | 1102.30 | kPa | Relay (1.0-beta) Calculated Property |
| Inp | [1979.50; 1979.50] |
|
|
| Inp | 1979.50 | NIST | |
| Inp | 1979.50 | NIST | |
| Tboil | 623.34 | K | Relay (1.0) Calculated Property |
| Tc | 842.95 | K | Relay (1.0) Calculated Property |
| Tfus | 411.59 | K | Relay (1.0) Calculated Property |
| Vc | 1.002 | m3/kmol | Relay (1.0) Calculated Property |
Similar Compounds
![2-(7,8-Dioxa-bicyclo[4.2.0]octa-1,3,5-trien-3-yl)-7-ethyl-3-methyl-5-propenyl-2,3-dihydro-benzofuran.](data:image/png;base64,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)
Find more compounds similar to Norfluoxetine, N-trimethylsilyl-.
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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