- InChI
- InChI=1S/C19H24O3/c1-18-8-7-12(20)9-11(18)3-4-13-14-5-6-16(22)19(14,2)10-15(21)17(13)18/h7-8,11,13-14,17H,3-6,9-10H2,1-2H3
- InChI Key
- NYLSQMMWVJMFFO-UHFFFAOYSA-N
- Formula
- C19H24O3
- SMILES
-
CC12CC(=O)C3C(CCC4CC(=O)C=CC43
C)C1CCC2=O - Molecular Weight1
- 300.39
- CAS
- 7339-06-2
- 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).
- 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° | -72.61 | kJ/mol | Joback Calculated Property |
| ΔfH°gas | -540.61 | kJ/mol | Joback Calculated Property |
| ΔfusH° | 16.30 | kJ/mol | Joback Calculated Property |
| ΔvapH° | 68.51 | kJ/mol | Joback Calculated Property |
| log10WS | -3.60 | Crippen Calculated Property | |
| logPoct/wat | 3.122 | Crippen Calculated Property | |
| McVol | 235.540 | ml/mol | McGowan Calculated Property |
| Pc | 2007.30 | kPa | Joback Calculated Property |
| Tboil | 876.19 | K | Joback Calculated Property |
| Tc | 1150.84 | K | Joback Calculated Property |
| Tfus | 602.79 | K | Joback Calculated Property |
| Vc | 0.888 | m3/kmol | Joback Calculated Property |
Temperature Dependent Properties
| Property | Value | Unit | Temperature (K) | Source |
|---|---|---|---|---|
| Cp,gas | [847.97; 1017.31] | J/mol×K | [876.19; 1150.84] | 
|
| Cp,gas | 847.97 | J/mol×K | 876.19 | Joback Calculated Property |
| Cp,gas | 875.15 | J/mol×K | 921.97 | Joback Calculated Property |
| Cp,gas | 902.23 | J/mol×K | 967.74 | Joback Calculated Property |
| Cp,gas | 929.61 | J/mol×K | 1013.52 | Joback Calculated Property |
| Cp,gas | 957.65 | J/mol×K | 1059.29 | Joback Calculated Property |
| Cp,gas | 986.76 | J/mol×K | 1105.07 | Joback Calculated Property |
| Cp,gas | 1017.31 | J/mol×K | 1150.84 | Joback Calculated Property |
Similar Compounds
![Cyclopropa[d]naphthalen-2(4aH)-one, 1,1a,5,6,7,8-hexahydro-4a,8,8-trimethyl-, [1aR-(1a«alpha»,4a«beta»,8aS*)]-.](data:image/png;base64,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)
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