- InChI
- InChI=1S/C12H16N2O2/c1-3-14(4-2)12(16)13-11(15)10-8-6-5-7-9-10/h5-9H,3-4H2,1-2H3,(H,13,15,16)
- InChI Key
- XLMOMZFNQYZDGE-UHFFFAOYSA-N
- Formula
- C12H16N2O2
- SMILES
- CCN(CC)C(=O)NC(=O)c1ccccc1
- Molecular Weight1
- 220.27
- CAS
- 58328-35-1
- Other Names
-
- N-benzoyl-N',N'-diethylurea
- 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).
- ΔsubH° : Enthalpy of sublimation 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° | 104.90 | kJ/mol | Joback Calculated Property |
| ΔfH°gas | -158.64 | kJ/mol | Joback Calculated Property |
| ΔfusH° | 32.19 | kJ/mol | Joback Calculated Property |
| ΔsubH° | 132.20 ± 2.80 | kJ/mol | NIST |
| ΔvapH° | 66.55 | kJ/mol | Joback Calculated Property |
| log10WS | -2.81 | Crippen Calculated Property | |
| logPoct/wat | 1.878 | Crippen Calculated Property | |
| McVol | 179.280 | ml/mol | McGowan Calculated Property |
| Pc | 2764.26 | kPa | Joback Calculated Property |
| Tboil | 670.99 | K | Joback Calculated Property |
| Tc | 883.14 | K | Joback Calculated Property |
| Tfus | 436.41 | K | Joback Calculated Property |
| Vc | 0.664 | m3/kmol | Joback Calculated Property |
Temperature Dependent Properties
| Property | Value | Unit | Temperature (K) | Source |
|---|---|---|---|---|
| Cp,gas | [475.64; 545.92] | J/mol×K | [670.99; 883.14] | 
|
| Cp,gas | 475.64 | J/mol×K | 670.99 | Joback Calculated Property |
| Cp,gas | 489.61 | J/mol×K | 706.35 | Joback Calculated Property |
| Cp,gas | 502.61 | J/mol×K | 741.71 | Joback Calculated Property |
| Cp,gas | 514.70 | J/mol×K | 777.06 | Joback Calculated Property |
| Cp,gas | 525.91 | J/mol×K | 812.42 | Joback Calculated Property |
| Cp,gas | 536.30 | J/mol×K | 847.78 | Joback Calculated Property |
| Cp,gas | 545.92 | J/mol×K | 883.14 | Joback Calculated Property |
Similar Compounds
![Benzamide, N-cyclohexyl-N-[(cyclohexylamino)carbonyl]-.](data:image/png;base64,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)
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