- InChI
- InChI=1S/C16H24O5/c1-11(7-13(18)20-4)5-6-16(19)14(2)8-12(17)9-15(16,3)21-10-14/h5-7,12,17,19H,8-10H2,1-4H3/b6-5+,11-7+/t12?,14-,15-,16-/m0/s1
- InChI Key
- QNMHUZMKLBWTQM-UNVLOODVSA-N
- Formula
- C16H24O5
- SMILES
-
COC(=O)C=C(C)C=CC1(O)C2(C)COC1
(C)CC(O)C2 - Molecular Weight1
- 296.36
- 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 | 0.7273 | Relay (1.0) Calculated Property | |
| ΔfG° | -292.54 | kJ/mol | Joback Calculated Property |
| ΔfH°gas | -863.59 | kJ/mol | Relay (1.0) Calculated Property |
| ΔfusH° | 30.55 | kJ/mol | Joback Calculated Property |
| ΔvapH° | 115.65 | kJ/mol | Relay (1.0) Calculated Property |
| IE | 8.03 | eV | Relay (1.0) Calculated Property |
| log10WS | -2.11 | Relay (1.0) Calculated Property | |
| logPoct/wat | 1.343 | Crippen Calculated Property | |
| McVol | 231.030 | ml/mol | McGowan Calculated Property |
| Pc | 2391.19 | kPa | Joback Calculated Property |
| Inp | 2183.00 | NIST | |
| Tboil | 596.34 | K | Relay (1.0) Calculated Property |
| Tc | 866.52 | K | Relay (1.0) Calculated Property |
| Tfus | 414.00 | K | Relay (1.0) Calculated Property |
| Vc | 0.824 | m3/kmol | Relay (1.0) Calculated Property |
Temperature Dependent Properties
| Property | Value | Unit | Temperature (K) | Source |
|---|---|---|---|---|
| Cp,gas | [768.50; 913.86] | J/mol×K | [874.68; 1086.40] | 
|
| Cp,gas | 768.50 | J/mol×K | 874.68 | Joback Calculated Property |
| Cp,gas | 788.53 | J/mol×K | 909.97 | Joback Calculated Property |
| Cp,gas | 809.81 | J/mol×K | 945.25 | Joback Calculated Property |
| Cp,gas | 832.67 | J/mol×K | 980.54 | Joback Calculated Property |
| Cp,gas | 857.42 | J/mol×K | 1015.82 | Joback Calculated Property |
| Cp,gas | 884.38 | J/mol×K | 1051.11 | Joback Calculated Property |
| Cp,gas | 913.86 | J/mol×K | 1086.40 | Joback Calculated Property |
Similar Compounds
![2,4-Pentadienoic acid, 5-(8-hydroxy-1,5-dimethyl-3-oxo-6-oxabicyclo[3.2.1]oct-8-yl)-3-methyl-, [1R-[1«alpha»,5«alpha»,8S*(2Z,4E)]]-.](data:image/png;base64,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)
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