- InChI
- InChI=1S/C20H36O2/c1-15(10-14-21)7-8-17-19(4)12-6-11-18(2,3)16(19)9-13-20(17,5)22/h10,16-17,21-22H,6-9,11-14H2,1-5H3/b15-10+/t16?,17?,19-,20+/m0/s1
- InChI Key
- LEOHDQKUMQKLMP-QIXSBHRLSA-N
- Formula
- C20H36O2
- SMILES
-
CC(=CCO)CCC1C(C)(O)CCC2C(C)(C)
CCCC21C - Molecular Weight1
- 308.50
- 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° | -50.95 | kJ/mol | Joback Calculated Property |
| ΔfH°gas | -547.50 | kJ/mol | Joback Calculated Property |
| ΔfusH° | 26.81 | kJ/mol | Joback Calculated Property |
| ΔvapH° | 89.64 | kJ/mol | Joback Calculated Property |
| log10WS | -5.51 | Crippen Calculated Property | |
| logPoct/wat | 4.699 | Crippen Calculated Property | |
| McVol | 278.380 | ml/mol | McGowan Calculated Property |
| Pc | 1598.72 | kPa | Joback Calculated Property |
| Inp | 2409.00 | NIST | |
| Tboil | 862.67 | K | Joback Calculated Property |
| Tc | 1068.08 | K | Joback Calculated Property |
| Tfus | 498.54 | K | Joback Calculated Property |
| Vc | 1.048 | m3/kmol | Joback Calculated Property |
Temperature Dependent Properties
| Property | Value | Unit | Temperature (K) | Source |
|---|---|---|---|---|
| Cp,gas | [964.45; 1124.63] | J/mol×K | [862.67; 1068.08] | 
|
| Cp,gas | 964.45 | J/mol×K | 862.67 | Joback Calculated Property |
| Cp,gas | 988.51 | J/mol×K | 896.90 | Joback Calculated Property |
| Cp,gas | 1013.24 | J/mol×K | 931.14 | Joback Calculated Property |
| Cp,gas | 1038.94 | J/mol×K | 965.37 | Joback Calculated Property |
| Cp,gas | 1065.88 | J/mol×K | 999.61 | Joback Calculated Property |
| Cp,gas | 1094.35 | J/mol×K | 1033.84 | Joback Calculated Property |
| Cp,gas | 1124.63 | J/mol×K | 1068.08 | Joback Calculated Property |
Similar Compounds
![Bicyclo[9.3.1]pentadeca-3,7-dien-12-ol, 4,8,12,15,15-pentamethyl-, [1R-(1R*,3E,7E,11R*,12R*)]-.](data:image/png;base64,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)
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