- InChI
- InChI=1S/C15H24O3/c1-6-15(5)8-7-14(18-15)11(4)13(17)9-12(16)10(2)3/h6,11-12,14,16H,1-2,7-9H2,3-5H3/t11?,12?,14-,15-/m1/s1
- InChI Key
- RIQYOQIIAGNDMC-BBNOBNGHSA-N
- Formula
- C15H24O3
- SMILES
-
C=CC1(C)CCC(C(C)C(=O)CC(O)C(=C
)C)O1 - Molecular Weight1
- 252.35
- 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° | -90.84 | kJ/mol | Joback Calculated Property |
| ΔfH°gas | -463.85 | kJ/mol | Joback Calculated Property |
| ΔfusH° | 26.06 | kJ/mol | Joback Calculated Property |
| ΔvapH° | 73.68 | kJ/mol | Joback Calculated Property |
| log10WS | -3.43 | Crippen Calculated Property | |
| logPoct/wat | 2.642 | Crippen Calculated Property | |
| McVol | 216.060 | ml/mol | McGowan Calculated Property |
| Pc | 2038.23 | kPa | Joback Calculated Property |
| Inp | 1579.00 | NIST | |
| Tboil | 718.81 | K | Joback Calculated Property |
| Tc | 917.65 | K | Joback Calculated Property |
| Tfus | 379.21 | K | Joback Calculated Property |
| Vc | 0.810 | m3/kmol | Joback Calculated Property |
Temperature Dependent Properties
| Property | Value | Unit | Temperature (K) | Source |
|---|---|---|---|---|
| Cp,gas | [638.53; 727.43] | J/mol×K | [718.81; 917.65] | 
|
| Cp,gas | 638.53 | J/mol×K | 718.81 | Joback Calculated Property |
| Cp,gas | 654.69 | J/mol×K | 751.95 | Joback Calculated Property |
| Cp,gas | 670.17 | J/mol×K | 785.09 | Joback Calculated Property |
| Cp,gas | 685.07 | J/mol×K | 818.23 | Joback Calculated Property |
| Cp,gas | 699.50 | J/mol×K | 851.37 | Joback Calculated Property |
| Cp,gas | 713.59 | J/mol×K | 884.51 | Joback Calculated Property |
| Cp,gas | 727.43 | J/mol×K | 917.65 | Joback Calculated Property |
Similar Compounds
![(2R,2'S,5R,5'S)-2,5'-Dimethyl-5-(prop-1-en-2-yl)-5'-vinylhexahydro-[2,2'-bifuran]-3(2H)-one.](data:image/png;base64,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)
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