- InChI
- InChI=1S/C15H24O2/c1-8-5-6-10-9(2)12(16)7-11-13(10)14(8)17-15(11,3)4/h8,11-14,16H,5-7H2,1-4H3
- InChI Key
- NCSPYSIQMMAEMW-UHFFFAOYSA-N
- Formula
- C15H24O2
- SMILES
-
CC1=C2CCC(C)C3OC(C)(C)C(CC1O)C
23 - Molecular Weight1
- 236.35
- 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.
- I : 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 | 0.5006 | Relay (1.0) Calculated Property | |
| ΔfG° | -19.49 | kJ/mol | Joback Calculated Property |
| ΔfH°gas | -396.22 | kJ/mol | Relay (1.0) Calculated Property |
| ΔfusH° | 32.14 | kJ/mol | Joback Calculated Property |
| ΔvapH° | 91.86 | kJ/mol | Relay (1.0) Calculated Property |
| IE | 8.14 | eV | Relay (1.0) Calculated Property |
| log10WS | -2.56 | Relay (1.0) Calculated Property | |
| logPoct/wat | 2.907 | Crippen Calculated Property | |
| McVol | 197.070 | ml/mol | McGowan Calculated Property |
| Pc | 2147.32 | kPa | Joback Calculated Property |
| Inp | 1742.00 | NIST | |
| I | 2611.00 | NIST | |
| Tboil | 579.51 | K | Relay (1.0) Calculated Property |
| Tc | 818.38 | K | Relay (1.0) Calculated Property |
| Tfus | 390.64 | K | Relay (1.0) Calculated Property |
| Vc | 0.723 | m3/kmol | Relay (1.0) Calculated Property |
Temperature Dependent Properties
| Property | Value | Unit | Temperature (K) | Source |
|---|---|---|---|---|
| Cp,gas | [616.68; 719.42] | J/mol×K | [690.11; 897.29] | 
|
| Cp,gas | 616.68 | J/mol×K | 690.11 | Joback Calculated Property |
| Cp,gas | 635.54 | J/mol×K | 724.64 | Joback Calculated Property |
| Cp,gas | 653.53 | J/mol×K | 759.17 | Joback Calculated Property |
| Cp,gas | 670.77 | J/mol×K | 793.70 | Joback Calculated Property |
| Cp,gas | 687.41 | J/mol×K | 828.23 | Joback Calculated Property |
| Cp,gas | 703.58 | J/mol×K | 862.76 | Joback Calculated Property |
| Cp,gas | 719.42 | J/mol×K | 897.29 | Joback Calculated Property |
Similar Compounds
![2H-Cyclohepta[b]furan-2-one, 6-[1-(acetyloxy)-3-oxobutyl]-3,3a,4,7,8,8a-hexahydro-7-methyl-3-methylene-.](data:image/png;base64,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)
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