- InChI
- InChI=1S/C14H18/c1-10-7-8-13-12(11(10)2)6-5-9-14(13,3)4/h5-8H,9H2,1-4H3
- InChI Key
- WVVRPGLEZQJUSX-UHFFFAOYSA-N
- Formula
- C14H18
- SMILES
- Cc1ccc2c(c1C)C=CCC2(C)C
- Molecular Weight1
- 186.29
- CAS
- 220766-68-7
- 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.
- I : 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° | 223.64 | kJ/mol | Joback Calculated Property |
| ΔfH°gas | 9.49 | kJ/mol | Joback Calculated Property |
| ΔfusH° | 15.85 | kJ/mol | Joback Calculated Property |
| ΔvapH° | 50.25 | kJ/mol | Joback Calculated Property |
| log10WS | -4.45 | Crippen Calculated Property | |
| logPoct/wat | 3.998 | Crippen Calculated Property | |
| McVol | 169.200 | ml/mol | McGowan Calculated Property |
| Pc | 2402.92 | kPa | Joback Calculated Property |
| Inp | [1486.00; 1511.10] |
|
|
| Inp | 1511.10 | NIST | |
| Inp | 1486.00 | NIST | |
| Inp | 1486.00 | NIST | |
| Inp | 1511.10 | NIST | |
| I | 1963.00 | NIST | |
| Tboil | 571.75 | K | Joback Calculated Property |
| Tc | 801.68 | K | Joback Calculated Property |
| Tfus | 350.60 | K | Joback Calculated Property |
| Vc | 0.644 | m3/kmol | Joback Calculated Property |
Temperature Dependent Properties
| Property | Value | Unit | Temperature (K) | Source |
|---|---|---|---|---|
| Cp,gas | [409.62; 502.35] | J/mol×K | [571.75; 801.68] |
|
| Cp,gas | 409.62 | J/mol×K | 571.75 | Joback Calculated Property |
| Cp,gas | 427.38 | J/mol×K | 610.07 | Joback Calculated Property |
| Cp,gas | 444.00 | J/mol×K | 648.39 | Joback Calculated Property |
| Cp,gas | 459.65 | J/mol×K | 686.72 | Joback Calculated Property |
| Cp,gas | 474.48 | J/mol×K | 725.04 | Joback Calculated Property |
| Cp,gas | 488.66 | J/mol×K | 763.36 | Joback Calculated Property |
| Cp,gas | 502.35 | J/mol×K | 801.68 | Joback Calculated Property |
Similar Compounds
![1-Phenanthrenecarboxylic acid, 1,2,3,4,4a,10a-hexahydro-1,4a-dimethyl-7-(1-methylethyl)-, methyl ester, [1R-(1«alpha»,4a«beta»,10a«alpha»)]-.](data:image/png;base64,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)
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