- InChI
- InChI=1S/C9H12O2/c1-6-4-7(10)5-9(2,3)8(6)11/h4H,5H2,1-3H3
- InChI Key
- AYJXHIDNNLJQDT-UHFFFAOYSA-N
- Formula
- C9H12O2
- SMILES
- CC1=CC(=O)CC(C)(C)C1=O
- Molecular Weight1
- 152.19
- CAS
- 1125-21-9
- Other Names
-
- 2-Cyclohexene-1,4-dione, 2,6,6-trimethyl-
- 4-Oxoisophorone
- 2,2,6-trimethylcyclohex-2-en-1,4-dione
- 2,6,6-Trimethyl-2-cyclohexen-1,4-dione
- 2,6,6-trimethylcyclohex-2-ene-1,4-dione
- 2-Cyclohexen-1,4-dione, 2,6,6-trimethyl
- 3,5,5-trimethyl-2-cyclohexene-1,4-dione
- 3,5,5-Trimethylcyclohex-2-en-1,4-dione
- 3,5,5-trimethylcyclohex-2-ene-1,4-dione
- 4-Ketoisophorone
- Ketoisophorone
- Oxoisophorone
- Oxopholone
- 4-Oxo-«alpha»-isophorone
- 2,6,6-Trimethylcyclohex-2-en-1,4-dione
- 2,2,6-Trimethylcyclohex-2-en-1,4-dione (4-oxoisophorone)
- 2,6,6-Trimethy-2-cyclohexene-1,4-dione (4-oxoisophorone)
- Oxophorone
- Cyclohexen-1,4-dione, 2,6,6-trimethyl
- 2,2,6-trimethyl-2-cyclohexene-1,4-dione (cetoisophorone)
- 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.
- I : Polar retention indices.
- Tboil : Normal Boiling Point Temperature (K).
- Tboilr : Boiling point at reduced pressure (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° | -180.99 | kJ/mol | Joback Calculated Property |
| ΔfH°gas | -388.62 | kJ/mol | Joback Calculated Property |
| ΔfusH° | 4.46 | kJ/mol | Joback Calculated Property |
| ΔvapH° | 44.35 | kJ/mol | Joback Calculated Property |
| log10WS | -1.66 | Crippen Calculated Property | |
| logPoct/wat | 1.501 | Crippen Calculated Property | |
| McVol | 125.650 | ml/mol | McGowan Calculated Property |
| Pc | 3299.15 | kPa | Joback Calculated Property |
| Inp | [1099.00; 1166.00] |
|
|
| Inp | 1105.10 | NIST | |
| Inp | 1105.10 | NIST | |
| Inp | 1152.00 | NIST | |
| Inp | 1139.00 | NIST | |
| Inp | 1142.00 | NIST | |
| Inp | 1142.00 | NIST | |
| Inp | 1147.00 | NIST | |
| Inp | 1108.00 | NIST | |
| Inp | Outlier 1099.00 | NIST | |
| Inp | 1117.00 | NIST | |
| Inp | 1147.00 | NIST | |
| Inp | 1145.00 | NIST | |
| Inp | 1140.00 | NIST | |
| Inp | 1113.00 | NIST | |
| Inp | 1159.00 | NIST | |
| Inp | 1142.00 | NIST | |
| Inp | 1159.00 | NIST | |
| Inp | 1142.10 | NIST | |
| Inp | 1140.00 | NIST | |
| Inp | 1141.00 | NIST | |
| Inp | 1143.00 | NIST | |
| Inp | 1138.00 | NIST | |
| Inp | 1148.00 | NIST | |
| Inp | 1150.00 | NIST | |
| Inp | 1142.00 | NIST | |
| Inp | 1157.00 | NIST | |
| Inp | 1144.00 | NIST | |
| Inp | 1140.00 | NIST | |
| Inp | 1166.00 | NIST | |
| Inp | 1147.00 | NIST | |
| Inp | 1152.00 | NIST | |
| Inp | 1147.00 | NIST | |
| Inp | 1142.00 | NIST | |
| Inp | 1143.00 | NIST | |
| Inp | 1138.00 | NIST | |
| Inp | 1144.00 | NIST | |
| Inp | 1117.00 | NIST | |
| Inp | 1105.10 | NIST | |
| I | [1655.00; 1717.00] |
|
|
| I | 1668.00 | NIST | |
| I | 1710.00 | NIST | |
| I | 1663.00 | NIST | |
| I | 1668.00 | NIST | |
| I | 1690.00 | NIST | |
| I | 1672.00 | NIST | |
| I | 1663.00 | NIST | |
| I | 1677.00 | NIST | |
| I | 1717.00 | NIST | |
| I | 1671.00 | NIST | |
| I | 1708.00 | NIST | |
| I | 1706.00 | NIST | |
| I | 1690.00 | NIST | |
| I | 1693.00 | NIST | |
| I | 1680.00 | NIST | |
| I | 1655.00 | NIST | |
| I | 1655.00 | NIST | |
| I | 1655.00 | NIST | |
| I | 1675.00 | NIST | |
| I | 1706.00 | NIST | |
| I | 1676.00 | NIST | |
| I | 1663.00 | NIST | |
| I | 1708.00 | NIST | |
| I | 1676.00 | NIST | |
| I | 1706.00 | NIST | |
| I | 1655.00 | NIST | |
| I | 1668.00 | NIST | |
| I | 1672.00 | NIST | |
| I | 1671.00 | NIST | |
| Tboil | 564.89 | K | Joback Calculated Property |
| Tc | 810.92 | K | Joback Calculated Property |
| Tfus | 372.19 | K | Joback Calculated Property |
| Vc | 0.470 | m3/kmol | Joback Calculated Property |
Temperature Dependent Properties
| Property | Value | Unit | Temperature (K) | Source |
|---|---|---|---|---|
| Cp,gas | [302.69; 386.78] | J/mol×K | [564.89; 810.92] |
|
| Cp,gas | 302.69 | J/mol×K | 564.89 | Joback Calculated Property |
| Cp,gas | 318.39 | J/mol×K | 605.89 | Joback Calculated Property |
| Cp,gas | 333.34 | J/mol×K | 646.90 | Joback Calculated Property |
| Cp,gas | 347.58 | J/mol×K | 687.90 | Joback Calculated Property |
| Cp,gas | 361.20 | J/mol×K | 728.91 | Joback Calculated Property |
| Cp,gas | 374.24 | J/mol×K | 769.91 | Joback Calculated Property |
| Cp,gas | 386.78 | J/mol×K | 810.92 | Joback Calculated Property |
Pressure Dependent Properties
| Property | Value | Unit | Pressure (kPa) | Source |
|---|---|---|---|---|
| Tboilr | 366.20 | K | 1.50 | NIST |
Similar Compounds
![3,7,7-Trimethylbicyclo[4.1.0]hept-3-ene-2,5-dione.](data:image/png;base64,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)
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