- InChI
- InChI=1S/C18H18/c1-15(17-9-5-3-6-10-17)13-14-16(2)18-11-7-4-8-12-18/h3-12H,1-2,13-14H2
- InChI Key
- AJOYEXYQPJJGHQ-UHFFFAOYSA-N
- Formula
- C18H18
- SMILES
- C=C(CCC(=C)c1ccccc1)c1ccccc1
- Molecular Weight1
- 234.34
- CAS
- 7283-49-0
- 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 | 0.5313 | Relay (1.0) Calculated Property | |
| ΔfG° | 484.08 | kJ/mol | Joback Calculated Property |
| ΔfH°gas | 285.00 | kJ/mol | NIST |
| ΔfusH° | 25.28 | kJ/mol | Joback Calculated Property |
| ΔvapH° | 90.80 | kJ/mol | Relay (1.0) Calculated Property |
| IE | 8.09 | eV | Relay (1.0) Calculated Property |
| log10WS | -5.43 | Relay (1.0) Calculated Property | |
| logPoct/wat | 5.193 | Crippen Calculated Property | |
| McVol | 208.360 | ml/mol | McGowan Calculated Property |
| Pc | 2085.03 | kPa | Joback Calculated Property |
| Tboil | 600.76 | K | Relay (1.0) Calculated Property |
| Tc | 838.89 | K | Relay (1.0) Calculated Property |
| Tfus | 355.80 | K | Relay (1.0) Calculated Property |
| Vc | 0.761 | m3/kmol | Relay (1.0) Calculated Property |
Temperature Dependent Properties
| Property | Value | Unit | Temperature (K) | Source |
|---|---|---|---|---|
| Cp,gas | [531.42; 624.37] | J/mol×K | [657.72; 896.31] | 
|
| Cp,gas | 531.42 | J/mol×K | 657.72 | Joback Calculated Property |
| Cp,gas | 550.15 | J/mol×K | 697.49 | Joback Calculated Property |
| Cp,gas | 567.44 | J/mol×K | 737.25 | Joback Calculated Property |
| Cp,gas | 583.40 | J/mol×K | 777.02 | Joback Calculated Property |
| Cp,gas | 598.13 | J/mol×K | 816.78 | Joback Calculated Property |
| Cp,gas | 611.75 | J/mol×K | 856.55 | Joback Calculated Property |
| Cp,gas | 624.37 | J/mol×K | 896.31 | Joback Calculated Property |
Similar Compounds
![[1-(2-Phenylethyl)vinyl]benzene.](data:image/png;base64,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)
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