- InChI
- InChI=1S/C10H16O/c11-10-6-5-8-3-1-2-4-9(8)7-10/h8-9H,1-7H2/t8-,9+/m1/s1
- InChI Key
- LGVJRKCQQHOWAU-BDAKNGLRSA-N
- Formula
- C10H16O
- SMILES
- O=C1CCC2CCCCC2C1
- Molecular Weight1
- 152.23
- CAS
- 4832-17-1
- Other Names
-
- 2-Decalone (cis-trans)
- 2(1H)-Naphthalenone, octahydro-
- cis-2-Decalone
- bicyclo[4.4.0]decan-2-one
- 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).
- 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° | -16.17 | kJ/mol | Joback Calculated Property |
| ΔfH°gas | -266.47 | kJ/mol | Joback Calculated Property |
| ΔfusH° | 9.04 | kJ/mol | Joback Calculated Property |
| ΔvapH° | 42.62 | kJ/mol | Joback Calculated Property |
| log10WS | -2.59 | Crippen Calculated Property | |
| logPoct/wat | 2.546 | Crippen Calculated Property | |
| McVol | 131.610 | ml/mol | McGowan Calculated Property |
| Pc | 3145.56 | kPa | Joback Calculated Property |
| Inp | 1275.00 | NIST | |
| Tboil | 526.58 | K | Joback Calculated Property |
| Tc | 766.02 | K | Joback Calculated Property |
| Tfus | 292.48 | K | Joback Calculated Property |
| Vc | 0.484 | m3/kmol | Joback Calculated Property |
Temperature Dependent Properties
| Property | Value | Unit | Temperature (K) | Source |
|---|---|---|---|---|
| Cp,gas | [325.13; 434.33] | J/mol×K | [526.58; 766.02] | 
|
| Cp,gas | 325.13 | J/mol×K | 526.58 | Joback Calculated Property |
| Cp,gas | 346.46 | J/mol×K | 566.49 | Joback Calculated Property |
| Cp,gas | 366.51 | J/mol×K | 606.39 | Joback Calculated Property |
| Cp,gas | 385.29 | J/mol×K | 646.30 | Joback Calculated Property |
| Cp,gas | 402.83 | J/mol×K | 686.21 | Joback Calculated Property |
| Cp,gas | 419.17 | J/mol×K | 726.11 | Joback Calculated Property |
| Cp,gas | 434.33 | J/mol×K | 766.02 | Joback Calculated Property |
Pressure Dependent Properties
| Property | Value | Unit | Pressure (kPa) | Source |
|---|---|---|---|---|
| Tboilr | 369.20 | K | 0.40 | NIST |
Similar Compounds
![Bicyclo[3.2.1]octan-3-one.](data:image/png;base64,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)
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