- InChI
- InChI=1S/C7H8S2/c1-8-9-7-5-3-2-4-6-7/h2-6H,1H3
- InChI Key
- LMSQHVXHZCNJEP-UHFFFAOYSA-N
- Formula
- C7H8S2
- SMILES
- CSSc1ccccc1
- Molecular Weight1
- 156.27
- CAS
- 14173-25-2
- Other Names
-
- Methyl phenyl disulfide
- Methyldisulfanylbenzene
- methyl phenyl disulphide
- 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).
- Inp : Non-polar retention indices.
- 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° | 186.71 | kJ/mol | Joback Calculated Property |
| ΔfH°gas | 132.46 | kJ/mol | Joback Calculated Property |
| ΔfusH° | 16.19 | kJ/mol | Joback Calculated Property |
| ΔvapH° | 47.09 | kJ/mol | Joback Calculated Property |
| log10WS | -3.09 | Crippen Calculated Property | |
| logPoct/wat | 3.057 | Crippen Calculated Property | |
| McVol | 118.430 | ml/mol | McGowan Calculated Property |
| Pc | 4299.92 | kPa | Joback Calculated Property |
| Inp | 1303.00 | NIST | |
| Tboil | 523.80 | K | Joback Calculated Property |
| Tc | 787.37 | K | Joback Calculated Property |
| Tfus | 263.87 | K | Joback Calculated Property |
| Vc | 0.427 | m3/kmol | Joback Calculated Property |
Temperature Dependent Properties
| Property | Value | Unit | Temperature (K) | Source |
|---|---|---|---|---|
| Cp,gas | [226.59; 287.35] | J/mol×K | [523.80; 787.37] | 
|
| Cp,gas | 226.59 | J/mol×K | 523.80 | Joback Calculated Property |
| Cp,gas | 238.91 | J/mol×K | 567.73 | Joback Calculated Property |
| Cp,gas | 250.33 | J/mol×K | 611.66 | Joback Calculated Property |
| Cp,gas | 260.86 | J/mol×K | 655.59 | Joback Calculated Property |
| Cp,gas | 270.53 | J/mol×K | 699.51 | Joback Calculated Property |
| Cp,gas | 279.35 | J/mol×K | 743.44 | Joback Calculated Property |
| Cp,gas | 287.35 | J/mol×K | 787.37 | Joback Calculated Property |
Similar Compounds
![Naphtho[1,8-cd]-1,2-dithiole.](data:image/png;base64,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)
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