- InChI
- InChI=1S/C15H24/c1-11-5-6-12-13(2)7-9-14(3,10-8-13)15(11,12)4/h5,12H,6-10H2,1-4H3
- InChI Key
- DDNNGFVVQOTKDN-UHFFFAOYSA-N
- Formula
- C15H24
- SMILES
- CC1=CCC2C3(C)CCC(C)(CC3)C12C
- Molecular Weight1
- 204.35
- CAS
- 88661-61-4
- 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 | 0.3197 | Relay (... Calculated Property | |
| ΔfG° | 229.62 | kJ/mol | Joback Calculated Property |
| ΔfH°gas | -28.34 | kJ/mol | Relay (... Calculated Property |
| ΔfusH° | 7.82 | kJ/mol | Joback Calculated Property |
| ΔvapH° | 62.59 | kJ/mol | Relay (... Calculated Property |
| IE | 8.24 | eV | Relay (... Calculated Property |
| log10WS | -5.18 | Relay (... Calculated Property | |
| logPoct/wat | 4.559 | Crippen Calculated Property | |
| McVol | 185.330 | ml/mol | McGowan Calculated Property |
| Pc | 2278.41 | kPa | Joback Calculated Property |
| Inp | 1523.00 | NIST | |
| Tboil | 518.95 | K | Relay (... Calculated Property |
| Tc | 770.45 | K | Relay (... Calculated Property |
| Tfus | 388.81 | K | Relay (... Calculated Property |
| Vc | 0.660 | m3/kmol | Relay (... Calculated Property |
Temperature Dependent Properties
| Property | Value | Unit | Temperature (K) | Source |
|---|---|---|---|---|
| Cp,gas | [501.53; 620.08] | J/mol×K | [571.55; 806.48] | 
|
| Cp,gas | 501.53 | J/mol×K | 571.55 | Joback Calculated Property |
| Cp,gas | 523.86 | J/mol×K | 610.71 | Joback Calculated Property |
| Cp,gas | 544.56 | J/mol×K | 649.86 | Joback Calculated Property |
| Cp,gas | 564.09 | J/mol×K | 689.02 | Joback Calculated Property |
| Cp,gas | 582.88 | J/mol×K | 728.17 | Joback Calculated Property |
| Cp,gas | 601.40 | J/mol×K | 767.33 | Joback Calculated Property |
| Cp,gas | 620.08 | J/mol×K | 806.48 | Joback Calculated Property |
Similar Compounds
![1,3a-Ethano-3aH-indene, 1,2,3,6,7,7a-hexahydro-2,2,4,7a-tetramethyl-, [1R-(1«alpha»,3a«alpha»,7a«alpha»)]-.](data:image/png;base64,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)
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