- InChI
- InChI=1S/C32H52O2/c1-7-8-9-10-11-12-13-14-15-21-31(33)34-26-24-28(3)19-16-18-27(2)22-23-30-29(4)20-17-25-32(30,5)6/h16,18-19,22-24H,7-15,17,20-21,25-26H2,1-6H3/b19-16+,23-22+,27-18+,28-24+
- InChI Key
- ZGISOPBIAXHOTQ-OUGXGHBNSA-N
- Formula
- C32H52O2
- SMILES
-
CCCCCCCCCCCC(=O)OCC=C(C)C=CC=C
(C)C=CC1=C(C)CCCC1(C)C - Molecular Weight1
- 468.75
- 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° | 318.08 | kJ/mol | Joback Calculated Property |
| ΔfH°gas | -394.91 | kJ/mol | Joback Calculated Property |
| ΔfusH° | 65.59 | kJ/mol | Joback Calculated Property |
| ΔvapH° | 96.87 | kJ/mol | Joback Calculated Property |
| log10WS | -11.00 | Crippen Calculated Property | |
| logPoct/wat | 9.982 | Crippen Calculated Property | |
| McVol | 436.820 | ml/mol | McGowan Calculated Property |
| Pc | 703.59 | kPa | Joback Calculated Property |
| Inp | 3577.00 | NIST | |
| Tboil | 1053.16 | K | Joback Calculated Property |
| Tc | 1290.64 | K | Joback Calculated Property |
| Tfus | 531.40 | K | Joback Calculated Property |
| Vc | 1.690 | m3/kmol | Joback Calculated Property |
Temperature Dependent Properties
| Property | Value | Unit | Temperature (K) | Source |
|---|---|---|---|---|
| Cp,gas | [1550.46; 1742.02] | J/mol×K | [1053.16; 1290.64] | 
|
| Cp,gas | 1550.46 | J/mol×K | 1053.16 | Joback Calculated Property |
| Cp,gas | 1580.66 | J/mol×K | 1092.74 | Joback Calculated Property |
| Cp,gas | 1611.17 | J/mol×K | 1132.32 | Joback Calculated Property |
| Cp,gas | 1642.27 | J/mol×K | 1171.90 | Joback Calculated Property |
| Cp,gas | 1674.26 | J/mol×K | 1211.48 | Joback Calculated Property |
| Cp,gas | 1707.42 | J/mol×K | 1251.06 | Joback Calculated Property |
| Cp,gas | 1742.02 | J/mol×K | 1290.64 | Joback Calculated Property |
Similar Compounds
![1-Phenanthrenecarboxylic acid, 1,2,3,4,4a,4b,5,6,10,10a-decahydro-1,4a-dimethyl-7-(1-methylethenyl)-, methyl ester, [1R-(1«alpha»,4a«beta»,4b«alpha»,10a«alpha»)]-.](data:image/png;base64,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)
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