- InChI
- InChI=1S/C10H9F3O/c1-2-9(14)7-4-3-5-8(6-7)10(11,12)13/h3-6H,2H2,1H3
- InChI Key
- UBTPNKXHYILGJU-UHFFFAOYSA-N
- Formula
- C10H9F3O
- SMILES
- CCC(=O)c1cccc(C(F)(F)F)c1
- Molecular Weight1
- 202.17
- CAS
- 1533-03-5
- Other Names
-
- 3-(Trifluoromethyl)propiophenone
- Cp,gas : Ideal gas heat capacity (J/mol×K).
- ΔfG° : Standard Gibbs free energy of formation (kJ/mol).
- ΔfH°gas : Enthalpy of formation at standard conditions (kJ/mol).
- ΔfusH° : Enthalpy of fusion at standard conditions (kJ/mol).
- ΔvapH° : Enthalpy of vaporization at standard conditions (kJ/mol).
- 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).
- Tboilr : Boiling point at reduced pressure (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 |
|---|---|---|---|
| ΔfG° | -574.41 | kJ/mol | Joback Calculated Property |
| ΔfH°gas | -734.33 | kJ/mol | Joback Calculated Property |
| ΔfusH° | 18.73 | kJ/mol | Joback Calculated Property |
| ΔvapH° | 43.79 | kJ/mol | Joback Calculated Property |
| log10WS | -3.65 | Crippen Calculated Property | |
| logPoct/wat | 3.298 | Crippen Calculated Property | |
| McVol | 134.880 | ml/mol | McGowan Calculated Property |
| Pc | 2726.86 | kPa | Joback Calculated Property |
| Tboil | 508.31 | K | Joback Calculated Property |
| Tc | 705.35 | K | Joback Calculated Property |
| Tfus | 295.52 | K | Joback Calculated Property |
| Vc | 0.536 | m3/kmol | Joback Calculated Property |
Temperature Dependent Properties
| Property | Value | Unit | Temperature (K) | Source |
|---|---|---|---|---|
| Cp,gas | [304.82; 368.83] | J/mol×K | [508.31; 705.35] | 
|
| Cp,gas | 304.82 | J/mol×K | 508.31 | Joback Calculated Property |
| Cp,gas | 317.42 | J/mol×K | 541.15 | Joback Calculated Property |
| Cp,gas | 329.18 | J/mol×K | 573.99 | Joback Calculated Property |
| Cp,gas | 340.17 | J/mol×K | 606.83 | Joback Calculated Property |
| Cp,gas | 350.41 | J/mol×K | 639.67 | Joback Calculated Property |
| Cp,gas | 359.95 | J/mol×K | 672.51 | Joback Calculated Property |
| Cp,gas | 368.83 | J/mol×K | 705.35 | Joback Calculated Property |
Pressure Dependent Properties
| Property | Value | Unit | Pressure (kPa) | Source |
|---|---|---|---|---|
| Tboilr | 345.50 ± 0.50 | K | 0.70 | NIST |
Similar Compounds
![1-Propanone, 1-[3,5-bis(trifluoromethyl)phenyl]-.](data:image/png;base64,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)
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