- InChI
- InChI=1S/C29H48O/c1-7-21(19(2)3)9-8-20(4)25-12-13-26-24-11-10-22-18-23(30)14-16-28(22,5)27(24)15-17-29(25,26)6/h19-22,25,27H,7-18H2,1-6H3/t20-,21?,22+,25-,27+,28+,29-/m0/s1
- InChI Key
- PMEZZMJCMAZPKD-UHSXNZBRSA-N
- Formula
- C29H48O
- SMILES
-
CCC(CCC(C)C1CCC2=C3CCC4CC(=O)C
CC4(C)C3CCC21C)C(C)C - Molecular Weight1
- 412.69
- 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° | 237.90 | kJ/mol | Joback Calculated Property |
| ΔfH°gas | -490.05 | kJ/mol | Joback Calculated Property |
| ΔfusH° | 30.77 | kJ/mol | Joback Calculated Property |
| ΔvapH° | 82.75 | kJ/mol | Joback Calculated Property |
| log10WS | -8.74 | Crippen Calculated Property | |
| logPoct/wat | 8.377 | Crippen Calculated Property | |
| McVol | 373.300 | ml/mol | McGowan Calculated Property |
| Pc | 955.55 | kPa | Joback Calculated Property |
| Inp | 3285.00 | NIST | |
| Tboil | 982.66 | K | Joback Calculated Property |
| Tc | 1217.96 | K | Joback Calculated Property |
| Tfus | 563.33 | K | Joback Calculated Property |
| Vc | 1.417 | m3/kmol | Joback Calculated Property |
Temperature Dependent Properties
| Property | Value | Unit | Temperature (K) | Source |
|---|---|---|---|---|
| Cp,gas | [1413.26; 1630.37] | J/mol×K | [982.66; 1217.96] | 
|
| Cp,gas | 1413.26 | J/mol×K | 982.66 | Joback Calculated Property |
| Cp,gas | 1446.70 | J/mol×K | 1021.88 | Joback Calculated Property |
| Cp,gas | 1480.76 | J/mol×K | 1061.09 | Joback Calculated Property |
| Cp,gas | 1515.80 | J/mol×K | 1100.31 | Joback Calculated Property |
| Cp,gas | 1552.18 | J/mol×K | 1139.53 | Joback Calculated Property |
| Cp,gas | 1590.25 | J/mol×K | 1178.75 | Joback Calculated Property |
| Cp,gas | 1630.37 | J/mol×K | 1217.96 | Joback Calculated Property |
Similar Compounds
![Bicyclo[2.2.1]heptane, 2-cyclopropylidene-1,7,7-trimethyl-.](data:image/png;base64,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)
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