- InChI
- InChI=1S/C20H32/c1-15(2)7-6-8-17(4)19-10-9-18(5)20(19)13-11-16(3)12-14-20/h7,10-11,17-18H,6,8-9,12-14H2,1-5H3/t17?,18-,20+/m1/s1
- InChI Key
- XCPPMEUAGDXAIU-FLXSOZOKSA-N
- Formula
- C20H32
- SMILES
-
CC(C)=CCCC(C)C1=CCC(C)C12CC=C(
C)CC2 - Molecular Weight1
- 272.47
- ω : Acentric Factor.
- 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).
- IE : Ionization energy (eV).
- 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 |
|---|---|---|---|
| ω | 0.3894 | Relay (1.0) Calculated Property | |
| ΔfG° | 295.02 | kJ/mol | Joback Calculated Property |
| ΔfH°gas | -70.87 | kJ/mol | Relay (1.0) Calculated Property |
| ΔfusH° | 26.16 | kJ/mol | Joback Calculated Property |
| ΔvapH° | 79.87 | kJ/mol | Relay (1.0) Calculated Property |
| IE | 7.55 | eV | Relay (1.0) Calculated Property |
| log10WS | -6.40 | Relay (1.0) Calculated Property | |
| logPoct/wat | 6.452 | Crippen Calculated Property | |
| McVol | 258.040 | ml/mol | McGowan Calculated Property |
| Pc | 1450.14 | kPa | Joback Calculated Property |
| Inp | 1862.00 | NIST | |
| Tboil | 591.13 | K | Relay (1.0) Calculated Property |
| Tc | 784.99 | K | Relay (1.0) Calculated Property |
| Tfus | 296.94 | K | Relay (1.0) Calculated Property |
| Vc | 0.876 | m3/kmol | Relay (1.0) Calculated Property |
Temperature Dependent Properties
| Property | Value | Unit | Temperature (K) | Source |
|---|---|---|---|---|
| Cp,gas | [756.67; 882.50] | J/mol×K | [699.68; 916.92] | 
|
| Cp,gas | 756.67 | J/mol×K | 699.68 | Joback Calculated Property |
| Cp,gas | 779.90 | J/mol×K | 735.89 | Joback Calculated Property |
| Cp,gas | 801.99 | J/mol×K | 772.09 | Joback Calculated Property |
| Cp,gas | 823.12 | J/mol×K | 808.30 | Joback Calculated Property |
| Cp,gas | 843.47 | J/mol×K | 844.51 | Joback Calculated Property |
| Cp,gas | 863.20 | J/mol×K | 880.71 | Joback Calculated Property |
| Cp,gas | 882.50 | J/mol×K | 916.92 | Joback Calculated Property |
Similar Compounds
![Tricyclo[5.2.1.0(2.6)]deca-3,8-diene, 3,7-dimethyl.](data:image/png;base64,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)
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