- InChI
- InChI=1S/C7H7ClN2O/c8-4-1-2-6(9)5(3-4)7(10)11/h1-3H,9H2,(H2,10,11)
- InChI Key
- DNRVZOZGQHHDAT-UHFFFAOYSA-N
- Formula
- C7H7ClN2O
- SMILES
- NC(=O)c1cc(Cl)ccc1N
- Molecular Weight1
- 170.60
- CAS
- 5202-85-7
- Other Names
-
- Benzamide, 2-amino-5-chloro-
- 5-Chloroanthranilamide
- 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).
- 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 | 0.6416 | Relay (1.0) Calculated Property | |
| ΔfG° | 93.26 | kJ/mol | Joback Calculated Property |
| ΔfH°gas | -175.26 | kJ/mol | Relay (1.0) Calculated Property |
| ΔfusH° | 23.34 | kJ/mol | Joback Calculated Property |
| ΔvapH° | 76.20 | kJ/mol | Relay (1.0) Calculated Property |
| IE | 8.23 | eV | Relay (1.0) Calculated Property |
| log10WS | -2.78 | Relay (1.0) Calculated Property | |
| logPoct/wat | 1.021 | Crippen Calculated Property | |
| McVol | 119.500 | ml/mol | McGowan Calculated Property |
| Pc | 4762.81 | kPa | Joback Calculated Property |
| Tboil | 579.19 | K | Relay (1.0) Calculated Property |
| Tc | 853.22 | K | Relay (1.0) Calculated Property |
| Tfus | 424.29 | K | Relay (1.0) Calculated Property |
| Vc | 0.416 | m3/kmol | Relay (1.0) Calculated Property |
Temperature Dependent Properties
| Property | Value | Unit | Temperature (K) | Source |
|---|---|---|---|---|
| Cp,gas | [267.79; 311.84] | J/mol×K | [632.56; 883.78] | 
|
| Cp,gas | 267.79 | J/mol×K | 632.56 | Joback Calculated Property |
| Cp,gas | 276.79 | J/mol×K | 674.43 | Joback Calculated Property |
| Cp,gas | 285.09 | J/mol×K | 716.30 | Joback Calculated Property |
| Cp,gas | 292.72 | J/mol×K | 758.17 | Joback Calculated Property |
| Cp,gas | 299.70 | J/mol×K | 800.04 | Joback Calculated Property |
| Cp,gas | 306.06 | J/mol×K | 841.91 | Joback Calculated Property |
| Cp,gas | 311.84 | J/mol×K | 883.78 | Joback Calculated Property |
Similar Compounds
![Methanone, [5-chloro-2-(methylamino)phenyl]phenyl-.](data:image/png;base64,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)
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