- InChI
- InChI=1S/C11H14N2O4/c12-10(14)16-6-9(7-17-11(13)15)8-4-2-1-3-5-8/h1-5,9H,6-7H2,(H2,12,14)(H2,13,15)
- InChI Key
- WKGXYQFOCVYPAC-UHFFFAOYSA-N
- Formula
- C11H14N2O4
- SMILES
- NC(=O)OCC(COC(N)=O)c1ccccc1
- Molecular Weight1
- 238.24
- CAS
- 25451-15-4
- Other Names
-
- 1,3-Propanediol, 2-phenyl-, dicarbamate
- 2-Phenyl-1,3-propanediol dicarbamate
- ADD-03055
- Felbamyl
- Felbatol
- Taloxa
- W-554
- 2-phenylpropane-1,3-diyl dicarbamate
- ω : Acentric Factor.
- 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).
- IE : Ionization energy (eV).
- 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).
- Inp : Non-polar retention indices.
- 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 |
|---|---|---|---|
| ω | 0.8459 | Relay (1.0) Calculated Property | |
| ΔfG° | -183.23 | kJ/mol | Joback Calculated Property |
| ΔfH°gas | -697.54 | kJ/mol | Relay (1.0) Calculated Property |
| ΔfusH° | 30.73 | kJ/mol | Joback Calculated Property |
| ΔvapH° | 107.28 | kJ/mol | Relay (1.0) Calculated Property |
| IE | 8.94 | eV | Relay (1.0) Calculated Property |
| log10WS | -2.45 | Relay (1.0) Calculated Property | |
| logPoct/wat | 0.961 | Crippen Calculated Property | |
| McVol | 176.930 | ml/mol | McGowan Calculated Property |
| Pc | 3345.11 | kPa | Joback Calculated Property |
| Inp | 2157.00 | NIST | |
| Tboil | 586.60 | K | Relay (1.0) Calculated Property |
| Tc | 843.42 | K | Relay (1.0) Calculated Property |
| Tfus | 340.94 | K | Relay (1.0) Calculated Property |
| Vc | 0.632 | m3/kmol | Relay (1.0) Calculated Property |
Temperature Dependent Properties
| Property | Value | Unit | Temperature (K) | Source |
|---|---|---|---|---|
| Cp,gas | [502.87; 556.71] | J/mol×K | [774.96; 1005.57] | 
|
| Cp,gas | 502.87 | J/mol×K | 774.96 | Joback Calculated Property |
| Cp,gas | 514.32 | J/mol×K | 813.40 | Joback Calculated Property |
| Cp,gas | 524.76 | J/mol×K | 851.83 | Joback Calculated Property |
| Cp,gas | 534.21 | J/mol×K | 890.27 | Joback Calculated Property |
| Cp,gas | 542.67 | J/mol×K | 928.70 | Joback Calculated Property |
| Cp,gas | 550.17 | J/mol×K | 967.14 | Joback Calculated Property |
| Cp,gas | 556.71 | J/mol×K | 1005.57 | Joback Calculated Property |
Similar Compounds
![Methyl-2«alpha»-[2'(m-isopropylphenyl)ethyl]-1«beta»,3«alpha»-dimethylcyclohexanecarboxylate.](data:image/png;base64,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)
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