- InChI
- InChI=1S/C9H13NO/c1-10(2)8-5-4-6-9(7-8)11-3/h4-7H,1-3H3
- InChI Key
- MOYHVSKDHLMMPS-UHFFFAOYSA-N
- Formula
- C9H13NO
- SMILES
- COc1cccc(N(C)C)c1
- Molecular Weight1
- 151.21
- CAS
- 15799-79-8
- Other Names
-
- 3-Methoxy-N,N-dimethylaniline
- 3-Methoxy-N,N-dimethylbenzenamine
- PAff : Proton affinity (kJ/mol).
- BasG : Gas basicity (kJ/mol).
- 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 |
|---|---|---|---|
| PAff | 920.60 | kJ/mol | NIST |
| BasG | 894.10 | kJ/mol | NIST |
| ΔfG° | 133.46 | kJ/mol | Joback Calculated Property |
| ΔfH°gas | -68.72 | kJ/mol | Joback Calculated Property |
| ΔfusH° | 16.93 | kJ/mol | Joback Calculated Property |
| ΔvapH° | 43.02 | kJ/mol | Joback Calculated Property |
| log10WS | -1.50 | Crippen Calculated Property | |
| logPoct/wat | 1.761 | Crippen Calculated Property | |
| McVol | 129.760 | ml/mol | McGowan Calculated Property |
| Pc | 3138.51 | kPa | Joback Calculated Property |
| Tboil | 471.84 | K | Joback Calculated Property |
| Tc | 676.27 | K | Joback Calculated Property |
| Tfus | 284.83 | K | Joback Calculated Property |
| Vc | 0.468 | m3/kmol | Joback Calculated Property |
Temperature Dependent Properties
| Property | Value | Unit | Temperature (K) | Source |
|---|---|---|---|---|
| Cp,gas | [270.72; 345.28] | J/mol×K | [471.84; 676.27] | 
|
| Cp,gas | 270.72 | J/mol×K | 471.84 | Joback Calculated Property |
| Cp,gas | 284.89 | J/mol×K | 505.91 | Joback Calculated Property |
| Cp,gas | 298.34 | J/mol×K | 539.98 | Joback Calculated Property |
| Cp,gas | 311.09 | J/mol×K | 574.05 | Joback Calculated Property |
| Cp,gas | 323.14 | J/mol×K | 608.12 | Joback Calculated Property |
| Cp,gas | 334.54 | J/mol×K | 642.20 | Joback Calculated Property |
| Cp,gas | 345.28 | J/mol×K | 676.27 | Joback Calculated Property |
Similar Compounds
![Trifluoroacetamide, N-[1-(3-methoxyphenyl)ethyl].](data:image/png;base64,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)
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