- InChI
- InChI=1S/C7H7NO2/c9-7(8-10)6-4-2-1-3-5-6/h1-5,10H,(H,8,9)
- InChI Key
- VDEUYMSGMPQMIK-UHFFFAOYSA-N
- Formula
- C7H7NO2
- SMILES
- O=C(NO)c1ccccc1
- Molecular Weight1
- 137.14
- CAS
- 495-18-1
- Other Names
-
- Benzohydroxamic acid
- Hydroxylamine, N-benzoyl-
- Phenylhydroxamic acid
- Benzhydroxamic acid
- N-Hydroxybenzamide
- Benzoylhydroxamic acid
- 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° | -55.88 | kJ/mol | Joback Calculated Property |
| ΔfH°gas | -162.62 | kJ/mol | Joback Calculated Property |
| ΔfusH° | 18.71 | kJ/mol | Joback Calculated Property |
| ΔvapH° | 63.31 | kJ/mol | Joback Calculated Property |
| log10WS | -1.05 | Crippen Calculated Property | |
| logPoct/wat | 0.806 | Crippen Calculated Property | |
| McVol | 103.150 | ml/mol | McGowan Calculated Property |
| Pc | 5168.28 | kPa | Joback Calculated Property |
| Tboil | 582.46 | K | Joback Calculated Property |
| Tc | 792.21 | K | Joback Calculated Property |
| Tfus | 358.48 | K | Joback Calculated Property |
| Vc | 0.380 | m3/kmol | Joback Calculated Property |
Temperature Dependent Properties
| Property | Value | Unit | Temperature (K) | Source |
|---|---|---|---|---|
| Cp,gas | [234.88; 279.15] | J/mol×K | [582.46; 792.21] | 
|
| Cp,gas | 234.88 | J/mol×K | 582.46 | Joback Calculated Property |
| Cp,gas | 243.68 | J/mol×K | 617.42 | Joback Calculated Property |
| Cp,gas | 251.87 | J/mol×K | 652.38 | Joback Calculated Property |
| Cp,gas | 259.48 | J/mol×K | 687.33 | Joback Calculated Property |
| Cp,gas | 266.55 | J/mol×K | 722.29 | Joback Calculated Property |
| Cp,gas | 273.10 | J/mol×K | 757.25 | Joback Calculated Property |
| Cp,gas | 279.15 | J/mol×K | 792.21 | Joback Calculated Property |
Similar Compounds
![Acetic acid, [(benzoylamino)oxy]-.](data:image/png;base64,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)
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