- InChI
- InChI=1S/C10H11F3N2O/c1-15(2)9(16)14-8-5-3-4-7(6-8)10(11,12)13/h3-6H,1-2H3,(H,14,16)
- InChI Key
- RZILCCPWPBTYDO-UHFFFAOYSA-N
- Formula
- C10H11F3N2O
- SMILES
- CN(C)C(=O)Nc1cccc(C(F)(F)F)c1
- Molecular Weight1
- 232.20
- CAS
- 2164-17-2
- Other Names
-
- 1,1-Dimethyl-3-(3-trifluoromethylphenyl)urea
- 1,1-Dimethyl-3-(«alpha»,«alpha»,«alpha»-trifluoro-m-tolyl) urea
- 1,1-Dimethyl-3-(«alpha»,«alpha»,«alpha»-trifluoro-m-tolyl) urea
- 1,1-dimethyl-3-[3-(trifluoromethyl)phenyl]urea
- 3-(3-Trifluoromethylphenyl)-1,1-dimethylurea
- 3-(5-Trifluormethylphenyl)-1,1-dimethylharnstoff
- 3-(m-Trifluoromethylphenyl)-1,1-dimethylurea
- C 2059
- Ciba 2059
- Cotoran
- Cotoran multi 50wp
- Cottonex
- Fluorometuron
- Herbicide C-2059
- Higalcoton
- Kotoran
- Lanex
- N-(3-Trifluoromethylphenyl)-N',N'-dimethylurea
- N-(m-Trifluoromethylphenyl)-N',N'-dimethylurea
- NCI-C08695
- Pakhtaran
- Urea, 1,1-dimethyl-3-(«alpha»,«alpha»,«alpha»-trifluoro-m-tolyl)-
- Urea, 1,1-dimethyl-3-(«alpha»,«alpha»,«alpha»-trifluoro-m-tolyl)-
- Urea, N,N-dimethyl-N'-[3-(trifluoromethyl)phenyl]-
- 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).
- ΔfusH : Enthalpy of fusion at a given temperature (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).
- 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° | -374.24 | kJ/mol | Joback Calculated Property |
| ΔfH°gas | -613.33 | kJ/mol | Joback Calculated Property |
| ΔfusH° | 26.85 | kJ/mol | Joback Calculated Property |
| ΔvapH° | 52.27 | kJ/mol | Joback Calculated Property |
| log10WS | [-3.46; -3.32] |
|
|
| log10WS | -3.43 | Aq. Sol... | |
| log10WS | -3.32 | Estimat... | |
| log10WS | -3.46 | Rytting... | |
| logPoct/wat | 2.799 | Crippen Calculated Property | |
| McVol | 154.840 | ml/mol | McGowan Calculated Property |
| Pc | 2758.46 | kPa | Joback Calculated Property |
| Tboil | 570.92 | K | Joback Calculated Property |
| Tc | 766.63 | K | Joback Calculated Property |
| Tfus | [434.00; 436.90] | K |
|
| Tfus | 436.90 | K | Aq. Sol... |
| Tfus | 434.80 ± 0.20 | K | NIST |
| Tfus | 434.00 ± 0.20 | K | NIST |
| Vc | 0.590 | m3/kmol | Joback Calculated Property |
Temperature Dependent Properties
| Property | Value | Unit | Temperature (K) | Source |
|---|---|---|---|---|
| Cp,gas | [386.84; 452.12] | J/mol×K | [570.92; 766.63] |
|
| Cp,gas | 386.84 | J/mol×K | 570.92 | Joback Calculated Property |
| Cp,gas | 399.79 | J/mol×K | 603.54 | Joback Calculated Property |
| Cp,gas | 411.85 | J/mol×K | 636.16 | Joback Calculated Property |
| Cp,gas | 423.06 | J/mol×K | 668.77 | Joback Calculated Property |
| Cp,gas | 433.48 | J/mol×K | 701.39 | Joback Calculated Property |
| Cp,gas | 443.15 | J/mol×K | 734.01 | Joback Calculated Property |
| Cp,gas | 452.12 | J/mol×K | 766.63 | Joback Calculated Property |
| ΔfusH | 29.82 | kJ/mol | 434.10 | NIST |
Similar Compounds
![Acetamide, N-[3-(trifluoromethyl)phenyl]-.](data:image/png;base64,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)
Find more compounds similar to Fluometuron.
Sources
- Crippen Method
- Joback Method
- Aqueous Solubility Prediction Method
- Estimated Solubility Method
- Aqueous and cosolvent solubility data for drug-like organic compounds
- McGowan Method
- NIST Webbook
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