- InChI
- InChI=1S/C7H5ClO4S/c8-13(11,12)6-3-1-2-5(4-6)7(9)10/h1-4H,(H,9,10)
- InChI Key
- LMRKXSDOAFUINK-UHFFFAOYSA-N
- Formula
- C7H5ClO4S
- SMILES
- O=C(O)c1cccc(S(=O)(=O)Cl)c1
- Molecular Weight1
- 220.63
- CAS
- 4025-64-3
- Other Names
-
- Benzoic acid, 3-(chlorosulfonyl)-
- Benzoic acid, m-(chlorosulfonyl)-
- 3-(Chlorosulfonyl)benzoic acid
- 3-Carboxybenzenesulfonyl chloride
- 3-Carboxyphenylsulfonyl chloride
- 3-(chlorosulphonyl)benzoic acid
- Cp,gas : Ideal gas heat capacity (J/mol×K).
- ΔfG° : Standard Gibbs free energy of formation (kJ/mol).
- ΔfH°gas : Enthalpy of formation at standard conditions (kJ/mol).
- ΔfusH° : Enthalpy of fusion at standard conditions (kJ/mol).
- ΔvapH° : Enthalpy of vaporization at standard conditions (kJ/mol).
- 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 |
|---|---|---|---|
| ΔfG° | -635.37 | kJ/mol | Joback Calculated Property |
| ΔfH°gas | -696.65 | kJ/mol | Joback Calculated Property |
| ΔfusH° | 28.80 | kJ/mol | Joback Calculated Property |
| ΔvapH° | 80.56 | kJ/mol | Joback Calculated Property |
| log10WS | -1.95 | Crippen Calculated Property | |
| logPoct/wat | 1.312 | Crippen Calculated Property | |
| McVol | 133.500 | ml/mol | McGowan Calculated Property |
| Pc | 5908.07 | kPa | Joback Calculated Property |
| Tboil | 622.48 | K | Joback Calculated Property |
| Tc | 829.71 | K | Joback Calculated Property |
| Tfus | 386.82 | K | Joback Calculated Property |
| Vc | 0.519 | m3/kmol | Joback Calculated Property |
Temperature Dependent Properties
| Property | Value | Unit | Temperature (K) | Source |
|---|---|---|---|---|
| Cp,gas | [287.92; 327.24] | J/mol×K | [622.48; 829.71] | 
|
| Cp,gas | 287.92 | J/mol×K | 622.48 | Joback Calculated Property |
| Cp,gas | 295.95 | J/mol×K | 657.02 | Joback Calculated Property |
| Cp,gas | 303.38 | J/mol×K | 691.56 | Joback Calculated Property |
| Cp,gas | 310.22 | J/mol×K | 726.09 | Joback Calculated Property |
| Cp,gas | 316.47 | J/mol×K | 760.63 | Joback Calculated Property |
| Cp,gas | 322.14 | J/mol×K | 795.17 | Joback Calculated Property |
| Cp,gas | 327.24 | J/mol×K | 829.71 | Joback Calculated Property |
Similar Compounds
![3-[(Dichloroamino)sulfonyl]benzoic acid.](data:image/png;base64,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)
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