- InChI
- InChI=1S/C15H22O2/c1-6-9(2)14(16)17-13-11-8-7-10(3)12(13)15(11,4)5/h6-7,11-13H,8H2,1-5H3/b9-6-/t11-,12+,13-/m1/s1
- InChI Key
- XBIYGXBPWHLVBE-PXNMILOKSA-N
- Formula
- C15H22O2
- SMILES
-
CC=C(C)C(=O)OC1C2CC=C(C)C1C2(C
)C - Molecular Weight1
- 234.33
- 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 | 0.4419 | Relay (1.0) Calculated Property | |
| ΔfG° | 21.99 | kJ/mol | Joback Calculated Property |
| ΔfH°gas | -352.43 | kJ/mol | Relay (1.0) Calculated Property |
| ΔfusH° | 27.13 | kJ/mol | Joback Calculated Property |
| ΔvapH° | 75.84 | kJ/mol | Relay (1.0) Calculated Property |
| IE | 8.52 | eV | Relay (1.0) Calculated Property |
| log10WS | -3.94 | Relay (1.0) Calculated Property | |
| logPoct/wat | 3.487 | Crippen Calculated Property | |
| McVol | 199.330 | ml/mol | McGowan Calculated Property |
| Pc | 1940.65 | kPa | Joback Calculated Property |
| Inp | 1573.00 | NIST | |
| Tboil | 534.04 | K | Relay (1.0) Calculated Property |
| Tc | 785.58 | K | Relay (1.0) Calculated Property |
| Tfus | 323.50 | K | Relay (1.0) Calculated Property |
| Vc | 0.676 | m3/kmol | Relay (1.0) Calculated Property |
Temperature Dependent Properties
| Property | Value | Unit | Temperature (K) | Source |
|---|---|---|---|---|
| Cp,gas | [553.17; 653.38] | J/mol×K | [635.72; 848.11] | 
|
| Cp,gas | 553.17 | J/mol×K | 635.72 | Joback Calculated Property |
| Cp,gas | 571.86 | J/mol×K | 671.12 | Joback Calculated Property |
| Cp,gas | 589.55 | J/mol×K | 706.52 | Joback Calculated Property |
| Cp,gas | 606.41 | J/mol×K | 741.92 | Joback Calculated Property |
| Cp,gas | 622.57 | J/mol×K | 777.32 | Joback Calculated Property |
| Cp,gas | 638.18 | J/mol×K | 812.71 | Joback Calculated Property |
| Cp,gas | 653.38 | J/mol×K | 848.11 | Joback Calculated Property |
Similar Compounds
![Bicyclo[3.1.1]hept-2-en-6-ol, 2,7,7-trimethyl-, acetate, [1S-(1«alpha»,5«alpha»,6«beta»)]-.](data:image/png;base64,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)
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