- InChI
- InChI=1S/C5H6OS/c1-4-5(7)2-3-6-4/h2-3,7H,1H3
- InChI Key
- RUYNUXHHUVUINQ-UHFFFAOYSA-N
- Formula
- C5H6OS
- SMILES
- Cc1occc1S
- Molecular Weight1
- 114.17
- CAS
- 28588-74-1
- Other Names
-
- 3-Furanthiol, 2-methyl-
- 2-Methyl, 3-furanethiol
- 2-Methyl-3-mercaptofuran
- 2-Methyl-3-sulfanylfuran
- 2-Methyl-furan-3-thiol
- Furan-3-thiol, 2-methyl
- log10WS : Log10 of Water solubility in mol/l.
- logPoct/wat : Octanol/Water partition coefficient.
- McVol : McGowan's characteristic volume (ml/mol).
- Inp : Non-polar retention indices.
- I : Polar retention indices.
- 1: Molecular weight from the IUPAC atomic weights tables.
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Physical Properties
| Property | Value | Unit | Source |
|---|---|---|---|
| log10WS | -6.19 | Crippen Calculated Property | |
| logPoct/wat | 1.877 | Crippen Calculated Property | |
| McVol | 84.070 | ml/mol | McGowan Calculated Property |
| Inp | [844.00; 890.00] |
|
|
| Inp | 844.00 | NIST | |
| Inp | 866.00 | NIST | |
| Inp | 879.00 | NIST | |
| Inp | 865.00 | NIST | |
| Inp | 881.00 | NIST | |
| Inp | 869.00 | NIST | |
| Inp | 875.00 | NIST | |
| Inp | 875.00 | NIST | |
| Inp | 873.00 | NIST | |
| Inp | 863.00 | NIST | |
| Inp | 868.00 | NIST | |
| Inp | 872.00 | NIST | |
| Inp | 868.00 | NIST | |
| Inp | 869.00 | NIST | |
| Inp | 873.00 | NIST | |
| Inp | 873.00 | NIST | |
| Inp | 863.00 | NIST | |
| Inp | 875.00 | NIST | |
| Inp | 875.00 | NIST | |
| Inp | 877.00 | NIST | |
| Inp | 863.00 | NIST | |
| Inp | 867.00 | NIST | |
| Inp | 870.00 | NIST | |
| Inp | 846.00 | NIST | |
| Inp | 858.00 | NIST | |
| Inp | 849.00 | NIST | |
| Inp | 850.00 | NIST | |
| Inp | 848.00 | NIST | |
| Inp | 860.00 | NIST | |
| Inp | 869.00 | NIST | |
| Inp | 849.00 | NIST | |
| Inp | 861.00 | NIST | |
| Inp | 882.00 | NIST | |
| Inp | 882.00 | NIST | |
| Inp | 869.00 | NIST | |
| Inp | 869.00 | NIST | |
| Inp | 870.00 | NIST | |
| Inp | 870.00 | NIST | |
| Inp | 878.00 | NIST | |
| Inp | 875.00 | NIST | |
| Inp | 880.00 | NIST | |
| Inp | 865.00 | NIST | |
| Inp | 869.00 | NIST | |
| Inp | 844.00 | NIST | |
| Inp | 871.00 | NIST | |
| Inp | 890.00 | NIST | |
| Inp | 890.00 | NIST | |
| Inp | 844.00 | NIST | |
| Inp | 844.00 | NIST | |
| Inp | 844.00 | NIST | |
| Inp | 844.00 | NIST | |
| Inp | 846.00 | NIST | |
| Inp | 890.00 | NIST | |
| Inp | 869.00 | NIST | |
| Inp | 844.00 | NIST | |
| Inp | 858.00 | NIST | |
| Inp | 882.00 | NIST | |
| Inp | 879.00 | NIST | |
| Inp | 867.00 | NIST | |
| Inp | 845.00 | NIST | |
| Inp | 845.00 | NIST | |
| Inp | 848.00 | NIST | |
| Inp | 846.00 | NIST | |
| Inp | 844.00 | NIST | |
| Inp | 852.00 | NIST | |
| Inp | 847.00 | NIST | |
| Inp | 846.00 | NIST | |
| Inp | 846.00 | NIST | |
| Inp | 847.00 | NIST | |
| Inp | 890.00 | NIST | |
| Inp | 849.00 | NIST | |
| Inp | 890.00 | NIST | |
| Inp | 870.00 | NIST | |
| Inp | 870.00 | NIST | |
| Inp | 855.00 | NIST | |
| Inp | 866.00 | NIST | |
| Inp | 849.00 | NIST | |
| Inp | 849.00 | NIST | |
| Inp | 848.00 | NIST | |
| Inp | 870.00 | NIST | |
| I | [1270.00; 1358.00] |
|
|
| I | 1341.00 | NIST | |
| I | 1323.00 | NIST | |
| I | 1305.00 | NIST | |
| I | 1310.00 | NIST | |
| I | 1310.00 | NIST | |
| I | 1313.00 | NIST | |
| I | 1305.00 | NIST | |
| I | 1305.00 | NIST | |
| I | 1311.00 | NIST | |
| I | 1310.00 | NIST | |
| I | Outlier 1357.00 | NIST | |
| I | Outlier 1357.00 | NIST | |
| I | Outlier 1358.00 | NIST | |
| I | 1314.00 | NIST | |
| I | 1321.00 | NIST | |
| I | 1305.00 | NIST | |
| I | 1292.00 | NIST | |
| I | 1295.00 | NIST | |
| I | 1315.00 | NIST | |
| I | 1320.00 | NIST | |
| I | 1317.00 | NIST | |
| I | 1335.00 | NIST | |
| I | 1319.00 | NIST | |
| I | 1305.00 | NIST | |
| I | 1300.00 | NIST | |
| I | 1294.00 | NIST | |
| I | 1300.00 | NIST | |
| I | 1300.00 | NIST | |
| I | 1305.00 | NIST | |
| I | 1311.00 | NIST | |
| I | 1298.00 | NIST | |
| I | 1284.00 | NIST | |
| I | 1322.00 | NIST | |
| I | 1302.00 | NIST | |
| I | 1296.00 | NIST | |
| I | 1317.00 | NIST | |
| I | 1325.00 | NIST | |
| I | Outlier 1274.00 | NIST | |
| I | 1309.00 | NIST | |
| I | 1320.00 | NIST | |
| I | 1320.00 | NIST | |
| I | Outlier 1270.00 | NIST | |
| I | Outlier 1270.00 | NIST | |
| I | 1312.00 | NIST | |
| I | 1303.00 | NIST | |
| I | 1306.00 | NIST | |
| I | 1315.00 | NIST | |
| I | 1306.00 | NIST | |
| I | 1315.00 | NIST | |
| I | 1335.00 | NIST | |
| I | 1306.00 | NIST | |
| I | 1306.00 | NIST | |
| I | 1306.00 | NIST | |
| I | 1306.00 | NIST | |
| I | 1325.00 | NIST | |
| I | 1305.00 | NIST | |
| I | 1325.00 | NIST | |
| I | 1305.00 | NIST | |
| I | 1302.00 | NIST | |
| I | 1309.00 | NIST | |
| I | 1312.00 | NIST |
Similar Compounds
![1-[(2-methylL-3-furyl)dithio]-2-propanone.](data:image/png;base64,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)
![1-[2-Methyl-(3-furyldithio)]butan-2-one.](data:image/png;base64,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)
![2-Methyl-3[(2-methyl-3-thienyl)dithio]furan.](data:image/png;base64,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)
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