![3-[2-Methyl-(3-thienyldithio)]butan-2-one](/cid/39-616-5/3-2-Methyl-3-thienyldithio-butan-2-one.png "3-[2-Methyl-(3-thienyldithio)]butan-2-one")
- InChI
- InChI=1S/C9H12OS3/c1-6(10)7(2)12-13-9-4-5-11-8(9)3/h4-5,7H,1-3H3
- InChI Key
- YXEGLEYEOHTHJV-UHFFFAOYSA-N
- Formula
- C9H12OS3
- SMILES
- CC(=O)C(C)SSc1ccsc1C
- Molecular Weight1
- 232.39
- ω : Acentric Factor.
- ΔfG° : Standard Gibbs free energy of formation (kJ/mol).
- ΔfH°gas : Enthalpy of formation 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).
- Inp : Non-polar retention indices.
- 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 | 0.3917 | Relay (1.0) Calculated Property | |
| ΔfG° | 19.98 | kJ/mol | Relay (1.0-beta) Calculated Property |
| ΔfH°gas | -122.00 | kJ/mol | Relay (1.0) Calculated Property |
| ΔvapH° | 74.28 | kJ/mol | Relay (1.0) Calculated Property |
| IE | 8.04 | eV | Relay (1.0) Calculated Property |
| log10WS | -2.79 | Relay (1.0) Calculated Property | |
| logPoct/wat | 3.774 | Crippen Calculated Property | |
| McVol | 168.830 | ml/mol | McGowan Calculated Property |
| Pc | 2847.28 | kPa | Relay (1.0-beta) Calculated Property |
| Inp | 1711.00 | NIST | |
| Tboil | 572.32 | K | Relay (1.0) Calculated Property |
| Tc | 790.42 | K | Relay (1.0) Calculated Property |
| Tfus | 319.06 | K | Relay (1.0) Calculated Property |
| Vc | 0.558 | m3/kmol | Relay (1.0) Calculated Property |
Similar Compounds
![2-[2-Methyl-(3-thienyldithio)]pentan-3-one.](data:image/png;base64,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)
![1-[2-Methyl-(3-thienyldithio)]butan-2-one.](data:image/png;base64,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)
![Butanoic acid, 2-hydroxy-2-(1-methoxyethyl)-3-methyl-, (2,3,5,7a-tetrahydro-1-hydroxy-1H-pyrrolizin-7-yl)methyl ester, [1S-[1«alpha»,7(2R*,3S*),7a«alpha»]]-.](data:image/png;base64,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)
Find more compounds similar to 3-[2-Methyl-(3-thienyldithio)]butan-2-one.
Sources
- Cheméo Relay (1.0)
- Cheméo Relay (1.0, beta) Beta: served but experimental, data-limited and below our cross-validation release bar; the Joback value is recommended where available.
- Crippen Method
- Crippen Method
- McGowan Method
- NIST Webbook
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