- InChI
- InChI=1S/C7H10OS/c1-6(8)5-7-3-2-4-9-7/h2-4,6,8H,5H2,1H3
- InChI Key
- FQOLCQNLKZBNMM-UHFFFAOYSA-N
- Formula
- C7H10OS
- SMILES
- CC(O)Cc1cccs1
- Molecular Weight1
- 142.22
- CAS
- 62119-81-7
- Other Names
-
- Ethanol, alpha-methyl-2-thiophene-
- «alpha»-methylthiophen-2-ethanol
- 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).
- 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 | 0.5605 | Relay (1.0) Calculated Property | |
| ΔfG° | -11.06 | kJ/mol | Relay (1.0-beta) Calculated Property |
| ΔfH°gas | -164.47 | kJ/mol | Relay (1.0) Calculated Property |
| ΔvapH° | 69.67 | kJ/mol | Relay (1.0) Calculated Property |
| IE | 8.70 | eV | Relay (1.0) Calculated Property |
| log10WS | -0.61 | Relay (1.0) Calculated Property | |
| logPoct/wat | 1.671 | Crippen Calculated Property | |
| McVol | 112.250 | ml/mol | McGowan Calculated Property |
| Pc | 3479.25 | kPa | Relay (1.0-beta) Calculated Property |
| Tboil | 494.17 | K | Relay (1.0) Calculated Property |
| Tc | 693.11 | K | Relay (1.0) Calculated Property |
| Tfus | 276.50 | K | Relay (1.0) Calculated Property |
| Vc | 0.404 | m3/kmol | Relay (1.0) Calculated Property |
Similar Compounds
![6-hydroxy-4,4-dioxo-6,7-dihydro-5H-thieno[4,5-b]thiopyran-2-sulfonamide.](data:image/png;base64,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)
Find more compounds similar to 2-Thiopheneethanol, alpha-methyl-.
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