- InChI
- InChI=1S/C10H14FNO2/c11-9-2-1-3-10(8-9)12(4-6-13)5-7-14/h1-3,8,13-14H,4-7H2
- InChI Key
- GFXQBWUWIQBIKN-UHFFFAOYSA-N
- Formula
- C10H14FNO2
- SMILES
- OCCN(CCO)c1cccc(F)c1
- Molecular Weight1
- 199.22
- CAS
- 323-60-4
- 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° | -221.57 | kJ/mol | Joback Calculated Property |
| ΔfH°gas | -457.71 | kJ/mol | Joback Calculated Property |
| ΔfusH° | 29.59 | kJ/mol | Joback Calculated Property |
| ΔvapH° | 75.38 | kJ/mol | Joback Calculated Property |
| log10WS | -1.08 | Crippen Calculated Property | |
| logPoct/wat | 0.617 | Crippen Calculated Property | |
| McVol | 151.490 | ml/mol | McGowan Calculated Property |
| Pc | 3360.64 | kPa | Joback Calculated Property |
| Tboil | 655.93 | K | Joback Calculated Property |
| Tc | 832.25 | K | Joback Calculated Property |
| Tfus | 396.10 | K | Joback Calculated Property |
| Vc | 0.561 | m3/kmol | Joback Calculated Property |
Temperature Dependent Properties
| Property | Value | Unit | Temperature (K) | Source |
|---|---|---|---|---|
| Cp,gas | [406.84; 459.94] | J/mol×K | [655.93; 832.25] | 
|
| Cp,gas | 406.84 | J/mol×K | 655.93 | Joback Calculated Property |
| Cp,gas | 416.99 | J/mol×K | 685.32 | Joback Calculated Property |
| Cp,gas | 426.59 | J/mol×K | 714.70 | Joback Calculated Property |
| Cp,gas | 435.66 | J/mol×K | 744.09 | Joback Calculated Property |
| Cp,gas | 444.23 | J/mol×K | 773.47 | Joback Calculated Property |
| Cp,gas | 452.31 | J/mol×K | 802.86 | Joback Calculated Property |
| Cp,gas | 459.94 | J/mol×K | 832.25 | Joback Calculated Property |
Pressure Dependent Properties
| Property | Value | Unit | Pressure (kPa) | Source |
|---|---|---|---|---|
| Tboilr | 458.50 ± 0.50 | K | 0.10 | NIST |
Similar Compounds
![Ethanol, 2-[ethyl(3-methylphenyl)amino]-.](data:image/png;base64,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)
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