- InChI
- InChI=1S/C6H6N2S/c7-6(9)5-3-1-2-4-8-5/h1-4H,(H2,7,9)
- InChI Key
- HYKQYVSNFPWGKQ-UHFFFAOYSA-N
- Formula
- C6H6N2S
- SMILES
- NC(=S)c1ccccn1
- Molecular Weight1
- 138.20
- Other Names
-
- pyridine-2-carbothioamide
- thiopicolinamide
- ΔfusH° : Enthalpy of fusion 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).
- Psub : Sublimation pressure (kPa).
- Tfus : Normal melting (fusion) point (K).
- 1: Molecular weight from the IUPAC atomic weights tables.
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Physical Properties
| Property | Value | Unit | Source |
|---|---|---|---|
| ΔfusH° | 25.30 | kJ/mol | Studyin... |
| log10WS | -2.01 | Crippen Calculated Property | |
| logPoct/wat | 0.716 | Crippen Calculated Property | |
| McVol | 103.650 | ml/mol | McGowan Calculated Property |
| Tfus | 407.00 | K | Studyin... |
Temperature Dependent Properties
| Property | Value | Unit | Temperature (K) | Source |
|---|---|---|---|---|
| Psub | [7.99e-04; 5.19e-03] | kPa | [333.65; 355.15] | 
|
| Psub | 7.99e-04 | kPa | 333.65 | Studyin... |
| Psub | 9.00e-04 | kPa | 335.15 | Studyin... |
| Psub | 1.08e-03 | kPa | 337.15 | Studyin... |
| Psub | 1.22e-03 | kPa | 339.15 | Studyin... |
| Psub | 1.50e-03 | kPa | 341.15 | Studyin... |
| Psub | 1.86e-03 | kPa | 343.15 | Studyin... |
| Psub | 2.19e-03 | kPa | 345.15 | Studyin... |
| Psub | 2.66e-03 | kPa | 347.15 | Studyin... |
| Psub | 3.05e-03 | kPa | 349.15 | Studyin... |
| Psub | 3.74e-03 | kPa | 351.15 | Studyin... |
| Psub | 4.21e-03 | kPa | 353.15 | Studyin... |
| Psub | 5.19e-03 | kPa | 355.15 | Studyin... |
Similar Compounds
![[(Pyridine-2-carbonyl)-amino]-acetic acid methyl ester.](data:image/png;base64,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)
Find more compounds similar to 2-pyridinecarbothioamide.
Sources
- Crippen Method
- Crippen Method
- Studying the sublimation thermodynamics of ethionamide and pyridine carbothioamide isomers by transpiration method
- McGowan Method
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