- InChI
- InChI=1S/C9H14F3NO3/c1-7(16-8(14)9(10,11)12)6-13-2-4-15-5-3-13/h7H,2-6H2,1H3
- InChI Key
- CGGIXRRSXIKIOT-UHFFFAOYSA-N
- Formula
- C9H14F3NO3
- SMILES
- CC(CN1CCOCC1)OC(=O)C(F)(F)F
- Molecular Weight1
- 241.21
- Other Names
-
- 4-Morpholineethanol, «alpha»-methyl-, trifluoroacetate
- 4-(2-Trifluoroacetoxypropyl)morpholine
- N-(2-Trifluoroacetoxypropyl)morpholine
- 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.
- McVol : McGowan's characteristic volume (ml/mol).
- 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 | 0.4935 | Relay (... Calculated Property | |
| ΔfG° | -780.93 | kJ/mol | Relay (... Calculated Property ⚠️ |
| ΔfH°gas | -1169.15 | kJ/mol | Relay (... Calculated Property |
| ΔvapH° | 60.62 | kJ/mol | Relay (... Calculated Property |
| IE | 9.46 | eV | Relay (... Calculated Property |
| log10WS | 0.10 | Relay (... Calculated Property | |
| logPoct/wat | 0.813 | Crippen Calculated Property | |
| McVol | 155.410 | ml/mol | McGowan Calculated Property |
| Pc | 1957.93 | kPa | Relay (... Calculated Property ⚠️ |
| Inp | 1125.00 | NIST | |
| Tboil | 476.84 | K | Relay (... Calculated Property |
| Tc | 609.38 | K | Relay (... Calculated Property |
| Tfus | 274.02 | K | Relay (... Calculated Property |
| Vc | 0.572 | m3/kmol | Relay (... Calculated Property |
Similar Compounds
![4-[2-(Trimethylsilyloxy)propyl]morpholine.](data:image/png;base64,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)
Find more compounds similar to 1-Morpholinopropan-2-ol trifluoroacetate.
Sources
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- Crippen Method
- Crippen Method
- McGowan Method
- NIST Webbook
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