- InChI
- InChI=1S/C13H13NO/c1-10-6-2-4-8-12(10)15-13-9-5-3-7-11(13)14/h2-9H,14H2,1H3
- InChI Key
- JYJPXACGURQSCB-UHFFFAOYSA-N
- Formula
- C13H13NO
- SMILES
- Cc1ccccc1Oc1ccccc1N
- Molecular Weight1
- 199.25
- CAS
- 3840-18-4
- Other Names
-
- 2-Amino-2'-methyldiphenyl ether
- Benzenamine, 2-(2-methylphenoxy)-
- Aniline, 2-(o-tolyloxy)-
- 2-(2-methylphenoxy)aniline
- 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).
- 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° | 225.59 | kJ/mol | Joback Calculated Property |
| ΔfH°gas | 40.04 | kJ/mol | Joback Calculated Property |
| ΔfusH° | 23.12 | kJ/mol | Joback Calculated Property |
| ΔvapH° | 63.46 | kJ/mol | Joback Calculated Property |
| log10WS | -3.22 | Crippen Calculated Property | |
| logPoct/wat | 3.370 | Crippen Calculated Property | |
| McVol | 162.360 | ml/mol | McGowan Calculated Property |
| Pc | 3107.10 | kPa | Joback Calculated Property |
| Tboil | 655.11 | K | Joback Calculated Property |
| Tc | 904.74 | K | Joback Calculated Property |
| Tfus | 419.64 | K | Joback Calculated Property |
| Vc | 0.595 | m3/kmol | Joback Calculated Property |
Temperature Dependent Properties
| Property | Value | Unit | Temperature (K) | Source |
|---|---|---|---|---|
| Cp,gas | [408.08; 482.38] | J/mol×K | [655.11; 904.74] | 
|
| Cp,gas | 408.08 | J/mol×K | 655.11 | Joback Calculated Property |
| Cp,gas | 423.20 | J/mol×K | 696.72 | Joback Calculated Property |
| Cp,gas | 437.17 | J/mol×K | 738.32 | Joback Calculated Property |
| Cp,gas | 450.03 | J/mol×K | 779.93 | Joback Calculated Property |
| Cp,gas | 461.82 | J/mol×K | 821.53 | Joback Calculated Property |
| Cp,gas | 472.59 | J/mol×K | 863.14 | Joback Calculated Property |
| Cp,gas | 482.38 | J/mol×K | 904.74 | Joback Calculated Property |
Similar Compounds
![Dibenz[b,f]][1,4]oxazepine.](data:image/png;base64,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)
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