- InChI
- InChI=1S/C4BrCl3O2S2/c5-1-2(12(8,9)10)4(7)11-3(1)6
- InChI Key
- NAHZODWKWDZKSZ-UHFFFAOYSA-N
- Formula
- C4BrCl3O2S2
- SMILES
- O=S(=O)(Cl)c1c(Cl)sc(Cl)c1Br
- Molecular Weight1
- 330.44
- CAS
- 166964-36-9
- 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 | 0.5323 | Relay (1.0) Calculated Property | |
| ΔfG° | -261.60 | kJ/mol | Relay (1.0-beta) Calculated Property |
| ΔfH°gas | -226.64 | kJ/mol | Relay (1.0) Calculated Property |
| ΔvapH° | 80.00 | kJ/mol | Relay (1.0) Calculated Property |
| IE | 9.30 | eV | Relay (1.0) Calculated Property |
| log10WS | -5.16 | Relay (1.0) Calculated Property | |
| logPoct/wat | 3.745 | Crippen Calculated Property | |
| McVol | 146.420 | ml/mol | McGowan Calculated Property |
| Pc | 3724.03 | kPa | Relay (1.0-beta) Calculated Property |
| Tboil | 591.39 | K | Relay (1.0) Calculated Property |
| Tc | 897.33 | K | Relay (1.0) Calculated Property |
| Tfus | 381.85 | K | Relay (1.0) Calculated Property |
| Vc | 0.485 | m3/kmol | Relay (1.0) Calculated Property |
Similar Compounds
![3,5,8a-Trimethyl-4,6,8a,9-tetrahydronaphtho[2,3-b]furan.](data:image/png;base64,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)
Find more compounds similar to 4-Bromo-2,5-dichlorothiophene-3-sulphonyl chloride.
Sources
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- Crippen Method
- Crippen Method
- McGowan Method
- NIST Webbook
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