- InChI
- InChI=1S/C20H19ClF3NO5/c1-2-3-4-5-10-29-19(26)15-12-14(7-8-17(15)25(27)28)30-18-9-6-13(11-16(18)21)20(22,23)24/h6-9,11-12H,2-5,10H2,1H3
- InChI Key
- IMLYIJVDPOQDHQ-UHFFFAOYSA-N
- Formula
- C20H19ClF3NO5
- SMILES
-
CCCCCCOC(=O)c1cc(Oc2ccc(C(F)(F
)F)cc2Cl)ccc1[N+](=O)[O-] - Molecular Weight1
- 445.82
- 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).
- 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 |
|---|---|---|---|
| ΔfG° | -593.07 | kJ/mol | Joback Calculated Property |
| ΔfH°gas | -1029.55 | kJ/mol | Joback Calculated Property |
| ΔfusH° | 55.44 | kJ/mol | Joback Calculated Property |
| ΔvapH° | 96.11 | kJ/mol | Joback Calculated Property |
| log10WS | -7.88 | Crippen Calculated Property | |
| logPoct/wat | 6.796 | Crippen Calculated Property | |
| McVol | 293.420 | ml/mol | McGowan Calculated Property |
| Pc | 1426.15 | kPa | Joback Calculated Property |
| Inp | 3007.00 | NIST | |
| Tboil | 1012.84 | K | Joback Calculated Property |
| Tc | 1248.17 | K | Joback Calculated Property |
| Tfus | 690.19 | K | Joback Calculated Property |
| Vc | 1.155 | m3/kmol | Joback Calculated Property |
Temperature Dependent Properties
| Property | Value | Unit | Temperature (K) | Source |
|---|---|---|---|---|
| Cp,gas | [908.63; 951.58] | J/mol×K | [1012.84; 1248.17] | 
|
| Cp,gas | 908.63 | J/mol×K | 1012.84 | Joback Calculated Property |
| Cp,gas | 918.48 | J/mol×K | 1052.06 | Joback Calculated Property |
| Cp,gas | 927.18 | J/mol×K | 1091.28 | Joback Calculated Property |
| Cp,gas | 934.77 | J/mol×K | 1130.50 | Joback Calculated Property |
| Cp,gas | 941.32 | J/mol×K | 1169.72 | Joback Calculated Property |
| Cp,gas | 946.90 | J/mol×K | 1208.94 | Joback Calculated Property |
| Cp,gas | 951.58 | J/mol×K | 1248.17 | Joback Calculated Property |
Similar Compounds
![Benzoic acid, 5-[2-chloro-4-(trifluoromethyl)phenoxy]-2-nitro-, ethyl ester.](data:image/png;base64,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)
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