- InChI
- InChI=1S/C3H3F3N2O2/c4-3(5,6)1(9)8-2(7)10/h(H3,7,8,9,10)
- InChI Key
- XQXVUQWCFHYDNA-UHFFFAOYSA-N
- Formula
- C3H3F3N2O2
- SMILES
- N=C(O)N=C(O)C(F)(F)F
- Molecular Weight1
- 156.06
- CAS
- 760-41-8
- 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).
- 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 | 0.7848 | Relay (... Calculated Property | |
| ΔfG° | -677.56 | kJ/mol | Relay (... Calculated Property ⚠️ |
| ΔfH°gas | -1013.80 | kJ/mol | Relay (... Calculated Property |
| ΔvapH° | 81.75 | kJ/mol | Relay (... Calculated Property |
| IE | 10.97 | eV | Relay (... Calculated Property |
| log10WS | -1.20 | Relay (... Calculated Property | |
| logPoct/wat | 0.998 | Crippen Calculated Property | |
| McVol | 81.540 | ml/mol | McGowan Calculated Property |
| Pc | 4566.17 | kPa | Relay (... Calculated Property ⚠️ |
| Tboil | 464.97 | K | Relay (... Calculated Property |
| Tc | 628.34 | K | Relay (... Calculated Property |
| Tfus | 461.56 | K | Relay (... Calculated Property |
| Vc | 0.273 | m3/kmol | Relay (... Calculated Property |
Similar Compounds
![Glycine, N-[N-[N-(trifluoroacetyl)glycyl]glycyl]-, methyl ester.](data:image/png;base64,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)
Find more compounds similar to Trifluoroacetylurea.
Sources
- Cheméo Relay (1.0)
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- Crippen Method
- Crippen Method
- Joback Method
- McGowan Method
- NIST Webbook
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