- InChI
- InChI=1S/C30H54/c1-20(2)21(3)11-12-23(5)25-15-18-30(8)27-14-13-24-22(4)10-9-17-28(24,6)26(27)16-19-29(25,30)7/h20-27H,9-19H2,1-8H3/t21?,22?,23-,24+,25-,26?,27?,28+,29-,30?/m0/s1
- InChI Key
- SSBKVVQTFNVACL-ZANXMFDVSA-N
- Formula
- C30H54
- SMILES
-
CC(C)C(C)CCC(C)C1CCC2(C)C3CCC4
C(C)CCCC4(C)C3CCC12C - Molecular Weight1
- 414.75
- 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° | 329.59 | kJ/mol | Joback Calculated Property |
| ΔfH°gas | -453.61 | kJ/mol | Joback Calculated Property |
| ΔfusH° | 30.32 | kJ/mol | Joback Calculated Property |
| ΔvapH° | 77.03 | kJ/mol | Joback Calculated Property |
| log10WS | -9.30 | Crippen Calculated Property | |
| logPoct/wat | 9.380 | Crippen Calculated Property | |
| McVol | 390.120 | ml/mol | McGowan Calculated Property |
| Pc | 851.97 | kPa | Joback Calculated Property |
| Inp | 3144.00 | NIST | |
| Tboil | 914.83 | K | Joback Calculated Property |
| Tc | 1139.80 | K | Joback Calculated Property |
| Tfus | 491.76 | K | Joback Calculated Property |
| Vc | 1.476 | m3/kmol | Joback Calculated Property |
Temperature Dependent Properties
| Property | Value | Unit | Temperature (K) | Source |
|---|---|---|---|---|
| Cp,gas | [1459.95; 1702.34] | J/mol×K | [914.83; 1139.80] | 
|
| Cp,gas | 1459.95 | J/mol×K | 914.83 | Joback Calculated Property |
| Cp,gas | 1496.93 | J/mol×K | 952.33 | Joback Calculated Property |
| Cp,gas | 1534.70 | J/mol×K | 989.82 | Joback Calculated Property |
| Cp,gas | 1573.69 | J/mol×K | 1027.32 | Joback Calculated Property |
| Cp,gas | 1614.34 | J/mol×K | 1064.81 | Joback Calculated Property |
| Cp,gas | 1657.08 | J/mol×K | 1102.31 | Joback Calculated Property |
| Cp,gas | 1702.34 | J/mol×K | 1139.80 | Joback Calculated Property |
Similar Compounds
![1H-Cyclopenta[a]phenanthrene, 17-(1,5-dimethylhexyl)hexadecahydro-4,4,10,13,14-pentamethyl-, [5S-[5«alpha»,8«beta»,9«alpha»,10«beta»,13«beta»,14«alpha»,17«beta»(S*)]]-.](data:image/png;base64,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)
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