- 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
- ω : Acentric Factor.
- 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).
- 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 | 0.7367 | Relay (1.0) Calculated Property | |
| ΔfG° | -713.54 | kJ/mol | Joback Calculated Property |
| ΔfH°gas | -598.02 | kJ/mol | Relay (1.0) Calculated Property |
| ΔfusH° | 33.26 | kJ/mol | Joback Calculated Property |
| ΔvapH° | 103.04 | kJ/mol | Relay (1.0) Calculated Property |
| IE | 10.14 | eV | Relay (1.0) Calculated Property |
| log10WS | -2.76 | Relay (1.0) Calculated Property | |
| logPoct/wat | 1.312 | Crippen Calculated Property | |
| McVol | 133.500 | ml/mol | McGowan Calculated Property |
| Pc | 5351.35 | kPa | Joback Calculated Property |
| Tboil | 579.32 | K | Relay (1.0) Calculated Property |
| Tc | 871.80 | K | Relay (1.0) Calculated Property |
| Tfus | 464.42 | K | Relay (1.0) Calculated Property |
| Vc | 0.466 | m3/kmol | Relay (1.0) Calculated Property |
Temperature Dependent Properties
| Property | Value | Unit | Temperature (K) | Source |
|---|---|---|---|---|
| Cp,gas | [290.65; 332.69] | J/mol×K | [622.14; 849.77] | 
|
| Cp,gas | 290.65 | J/mol×K | 622.14 | Joback Calculated Property |
| Cp,gas | 299.45 | J/mol×K | 660.08 | Joback Calculated Property |
| Cp,gas | 307.52 | J/mol×K | 698.02 | Joback Calculated Property |
| Cp,gas | 314.86 | J/mol×K | 735.96 | Joback Calculated Property |
| Cp,gas | 321.49 | J/mol×K | 773.90 | Joback Calculated Property |
| Cp,gas | 327.43 | J/mol×K | 811.83 | Joback Calculated Property |
| Cp,gas | 332.69 | J/mol×K | 849.77 | Joback Calculated Property |
Similar Compounds
![3-[(Dichloroamino)sulfonyl]benzoic acid.](data:image/png;base64,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)
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