- InChI
- InChI=1S/C8H9NOS/c10-8(6-11)9-7-4-2-1-3-5-7/h1-5,11H,6H2,(H,9,10)
- InChI Key
- DLVKRCGYGJZXFK-UHFFFAOYSA-N
- Formula
- C8H9NOS
- SMILES
- O=C(CS)Nc1ccccc1
- Molecular Weight1
- 167.23
- CAS
- 4822-44-0
- Other Names
-
- Thioglycolanilide
- Thioglycolylanilide
- Acetamide, 2-mercapto-N-phenyl-
- Acetanilide, «alpha»-mercapto-
- Acetanilide, 2-mercapto-
- N-Phenyl-2-mercaptoacetamide
- Thioglycolic acid anilide
- USAF EK-6583
- «alpha»-Mercaptoacetanilide
- alpha-Mercaptoacetanilide
- NSC 2126
- 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° | 118.75 | kJ/mol | Joback Calculated Property |
| ΔfH°gas | 7.45 | kJ/mol | Joback Calculated Property |
| ΔfusH° | 21.26 | kJ/mol | Joback Calculated Property |
| ΔvapH° | 55.60 | kJ/mol | Joback Calculated Property |
| log10WS | -1.75 | Crippen Calculated Property | |
| logPoct/wat | 1.555 | Crippen Calculated Property | |
| McVol | 127.720 | ml/mol | McGowan Calculated Property |
| Pc | 4356.87 | kPa | Joback Calculated Property |
| Tboil | 576.02 | K | Joback Calculated Property |
| Tc | 819.65 | K | Joback Calculated Property |
| Tfus | 345.39 | K | Joback Calculated Property |
| Vc | 0.470 | m3/kmol | Joback Calculated Property |
Temperature Dependent Properties
| Property | Value | Unit | Temperature (K) | Source |
|---|---|---|---|---|
| Cp,gas | [278.83; 337.71] | J/mol×K | [576.02; 819.65] | 
|
| Cp,gas | 278.83 | J/mol×K | 576.02 | Joback Calculated Property |
| Cp,gas | 290.79 | J/mol×K | 616.62 | Joback Calculated Property |
| Cp,gas | 301.83 | J/mol×K | 657.23 | Joback Calculated Property |
| Cp,gas | 311.99 | J/mol×K | 697.83 | Joback Calculated Property |
| Cp,gas | 321.33 | J/mol×K | 738.44 | Joback Calculated Property |
| Cp,gas | 329.89 | J/mol×K | 779.04 | Joback Calculated Property |
| Cp,gas | 337.71 | J/mol×K | 819.65 | Joback Calculated Property |
Similar Compounds
![Carbamothioic acid, S-[2-oxo-2-(phenylamino)ethyl] ester.](data:image/png;base64,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)
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