- InChI
- InChI=1S/C10H6O3/c11-9-6-8(10(12)13-9)7-4-2-1-3-5-7/h1-6H
- InChI Key
- QZYCWJVSPFQUQC-UHFFFAOYSA-N
- Formula
- C10H6O3
- SMILES
- O=C1C=C(c2ccccc2)C(=O)O1
- Molecular Weight1
- 174.15
- CAS
- 36122-35-7
- Other Names
-
- 2,5-Furandione, 3-phenyl-
- 3-phenyl-2,5-furandione
- 3-phenylfuran-2,5-dione
- Cp,gas : Ideal gas heat capacity (J/mol×K).
- EA : Electron affinity (eV).
- 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 |
|---|---|---|---|
| EA | 1.74 ± 0.04 | eV | NIST |
| ΔfG° | -120.98 | kJ/mol | Joback Calculated Property |
| ΔfH°gas | -293.47 | kJ/mol | Joback Calculated Property |
| ΔfusH° | 16.39 | kJ/mol | Joback Calculated Property |
| ΔvapH° | 54.65 | kJ/mol | Joback Calculated Property |
| log10WS | -1.66 | Crippen Calculated Property | |
| logPoct/wat | 1.153 | Crippen Calculated Property | |
| McVol | 121.850 | ml/mol | McGowan Calculated Property |
| Pc | 4151.61 | kPa | Joback Calculated Property |
| Tboil | 641.56 | K | Joback Calculated Property |
| Tc | 913.26 | K | Joback Calculated Property |
| Tfus | 393.35 | K | Thermod... |
| Vc | 0.451 | m3/kmol | Joback Calculated Property |
Temperature Dependent Properties
| Property | Value | Unit | Temperature (K) | Source |
|---|---|---|---|---|
| Cp,gas | [299.40; 364.93] | J/mol×K | [641.56; 913.26] | 
|
| Cp,gas | 299.40 | J/mol×K | 641.56 | Joback Calculated Property |
| Cp,gas | 313.14 | J/mol×K | 686.84 | Joback Calculated Property |
| Cp,gas | 325.79 | J/mol×K | 732.13 | Joback Calculated Property |
| Cp,gas | 337.32 | J/mol×K | 777.41 | Joback Calculated Property |
| Cp,gas | 347.71 | J/mol×K | 822.69 | Joback Calculated Property |
| Cp,gas | 356.93 | J/mol×K | 867.98 | Joback Calculated Property |
| Cp,gas | 364.93 | J/mol×K | 913.26 | Joback Calculated Property |
Similar Compounds
![2-[2-Chlorophenyl]propenoic acid.](data:image/png;base64,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)
Find more compounds similar to Phenylmaleic anhydride.
Sources
- Crippen Method
- Crippen Method
- Thermodynamic properties of phase transitions of phenyl derivatives of maleic anhydride and oxazole
- Joback Method
- McGowan Method
- NIST Webbook
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