- InChI
- InChI=1S/C10H12O2S/c1-8(2)13(11,12)10-6-4-9(3)5-7-10/h4-7H,1H2,2-3H3
- InChI Key
- FNWOMDYVPDCDJB-UHFFFAOYSA-N
- Formula
- C10H12O2S
- SMILES
- C=C(C)S(=O)(=O)c1ccc(C)cc1
- Molecular Weight1
- 196.27
- CAS
- 67605-02-1
- ΔcH°solid : Standard solid enthalpy of combustion (kJ/mol).
- 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).
- ΔfH°solid : Solid phase enthalpy of formation at standard conditions (kJ/mol).
- ΔfusH° : Enthalpy of fusion at standard conditions (kJ/mol).
- ΔsubH° : Enthalpy of sublimation 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 |
|---|---|---|---|
| ΔcH°solid | -5966.80 ± 1.90 | kJ/mol | NIST |
| ΔfG° | -253.15 | kJ/mol | Joback Calculated Property |
| ΔfH°gas | -197.00 ± 3.00 | kJ/mol | NIST |
| ΔfH°solid | -285.20 ± 2.00 | kJ/mol | NIST |
| ΔfusH° | 24.10 | kJ/mol | Joback Calculated Property |
| ΔsubH° | 89.00 ± 2.00 | kJ/mol | NIST |
| ΔvapH° | 58.84 | kJ/mol | Joback Calculated Property |
| log10WS | -2.83 | Crippen Calculated Property | |
| logPoct/wat | 2.302 | Crippen Calculated Property | |
| McVol | 151.790 | ml/mol | McGowan Calculated Property |
| Pc | 3628.97 | kPa | Joback Calculated Property |
| Tboil | 504.20 | K | Joback Calculated Property |
| Tc | 711.84 | K | Joback Calculated Property |
| Tfus | 264.24 | K | Joback Calculated Property |
| Vc | 0.596 | m3/kmol | Joback Calculated Property |
Temperature Dependent Properties
| Property | Value | Unit | Temperature (K) | Source |
|---|---|---|---|---|
| Cp,gas | [318.09; 393.08] | J/mol×K | [504.20; 711.84] | 
|
| Cp,gas | 318.09 | J/mol×K | 504.20 | Joback Calculated Property |
| Cp,gas | 332.57 | J/mol×K | 538.81 | Joback Calculated Property |
| Cp,gas | 346.24 | J/mol×K | 573.41 | Joback Calculated Property |
| Cp,gas | 359.11 | J/mol×K | 608.02 | Joback Calculated Property |
| Cp,gas | 371.19 | J/mol×K | 642.63 | Joback Calculated Property |
| Cp,gas | 382.51 | J/mol×K | 677.24 | Joback Calculated Property |
| Cp,gas | 393.08 | J/mol×K | 711.84 | Joback Calculated Property |
Similar Compounds
![2-Propanone, 1-[(4-methylphenyl)sulfonyl]-.](data:image/png;base64,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)
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