- InChI
- InChI=1S/C7H7ClO2S/c1-2-10-7(9)5-3-4-6(8)11-5/h3-4H,2H2,1H3
- InChI Key
- BMOKMXXTOZFEIZ-UHFFFAOYSA-N
- Formula
- C7H7ClO2S
- SMILES
- CCOC(=O)c1ccc(Cl)s1
- Molecular Weight1
- 190.65
- CAS
- 5751-82-6
- 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 | 0.4673 | Relay (1.0) Calculated Property | |
| ΔfG° | -199.46 | kJ/mol | Relay (1.0-beta) Calculated Property |
| ΔfH°gas | -334.53 | kJ/mol | Relay (1.0) Calculated Property |
| ΔvapH° | 62.83 | kJ/mol | Relay (1.0) Calculated Property |
| IE | 8.98 | eV | Relay (1.0) Calculated Property |
| log10WS | -3.59 | Relay (1.0) Calculated Property | |
| logPoct/wat | 2.578 | Crippen Calculated Property | |
| McVol | 126.060 | ml/mol | McGowan Calculated Property |
| Pc | 3032.00 | kPa | Relay (1.0-beta) Calculated Property |
| Tboil | 514.97 | K | Relay (1.0) Calculated Property |
| Tc | 716.22 | K | Relay (1.0) Calculated Property |
| Tfus | 311.72 | K | Relay (1.0) Calculated Property |
| Vc | 0.456 | m3/kmol | Relay (1.0) Calculated Property |
Similar Compounds
![Methyl benzo[b]thiophene-2-carboxylate.](data:image/png;base64,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)
Find more compounds similar to Ethyl 5-chlorothiophene-2-carboxylate.
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- Crippen Method
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- NIST Webbook
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