- InChI
- InChI=1S/C10H16O/c1-7-4-5-8-6-9(7)11-10(8,2)3/h4,8-9H,5-6H2,1-3H3
- InChI Key
- SKBXVAOMEVOTGJ-UHFFFAOYSA-N
- Formula
- C10H16O
- SMILES
- CC1=CCC2CC1OC2(C)C
- Molecular Weight1
- 152.23
- CAS
- 2437-97-0
- Other Names
-
- 6,8-Epoxymenth-1-ene (Pinol)
- 4,7,7-trimethyl-6-oxabicyclo[3.2.1]oct-3-ene
- 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° | 51.63 | kJ/mol | Joback Calculated Property |
| ΔfH°gas | -207.24 | kJ/mol | Joback Calculated Property |
| ΔfusH° | 17.31 | kJ/mol | Joback Calculated Property |
| ΔvapH° | 42.03 | kJ/mol | Joback Calculated Property |
| log10WS | -2.72 | Crippen Calculated Property | |
| logPoct/wat | 2.520 | Crippen Calculated Property | |
| McVol | 131.610 | ml/mol | McGowan Calculated Property |
| Pc | 2940.89 | kPa | Joback Calculated Property |
| Inp | [1059.00; 1083.00] |
|
|
| Inp | 1083.00 | NIST | |
| Inp | 1060.00 | NIST | |
| Inp | 1059.00 | NIST | |
| Inp | 1083.00 | NIST | |
| Inp | 1083.00 | NIST | |
| Tboil | 476.88 | K | Joback Calculated Property |
| Tc | 693.43 | K | Joback Calculated Property |
| Tfus | 290.81 | K | Joback Calculated Property |
| Vc | 0.497 | m3/kmol | Joback Calculated Property |
Temperature Dependent Properties
| Property | Value | Unit | Temperature (K) | Source |
|---|---|---|---|---|
| Cp,gas | [306.36; 398.36] | J/mol×K | [476.88; 693.43] |
|
| Cp,gas | 306.36 | J/mol×K | 476.88 | Joback Calculated Property |
| Cp,gas | 324.50 | J/mol×K | 512.97 | Joback Calculated Property |
| Cp,gas | 341.34 | J/mol×K | 549.06 | Joback Calculated Property |
| Cp,gas | 357.01 | J/mol×K | 585.16 | Joback Calculated Property |
| Cp,gas | 371.64 | J/mol×K | 621.25 | Joback Calculated Property |
| Cp,gas | 385.38 | J/mol×K | 657.34 | Joback Calculated Property |
| Cp,gas | 398.36 | J/mol×K | 693.43 | Joback Calculated Property |
Similar Compounds
![(1R,3aR,5aR,9aS)-1,4,4,7-Tetramethyl-1,2,3,3a,4,5a,8,9-octahydrocyclopenta[c]benzofuran.](data:image/png;base64,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)
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