- InChI
- InChI=1S/C19H28O2/c1-18-9-7-13(20)11-12(18)3-4-14-15-5-6-17(21)19(15,2)10-8-16(14)18/h12,14-16H,3-11H2,1-2H3/t12?,14-,15-,16-,18-,19-/m1/s1
- InChI Key
- RAJWOBJTTGJROA-LKKUVMAPSA-N
- Formula
- C19H28O2
- SMILES
-
CC12CCC3C(CCC4CC(=O)CCC43C)C1C
CC2=O - Molecular Weight1
- 288.42
- CAS
- 5982-99-0
- Other Names
-
- Androstan-3,17-dione
- Androstanedione
- 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).
- 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° | 20.02 | kJ/mol | Joback Calculated Property |
| ΔfH°gas | -460.69 | kJ/mol | Joback Calculated Property |
| ΔfusH° | 15.57 | kJ/mol | Joback Calculated Property |
| ΔvapH° | 63.97 | kJ/mol | Joback Calculated Property |
| log10WS | -4.46 | Crippen Calculated Property | |
| logPoct/wat | 4.167 | Crippen Calculated Property | |
| McVol | 238.270 | ml/mol | McGowan Calculated Property |
| Pc | 1885.44 | kPa | Joback Calculated Property |
| Tboil | 809.21 | K | Joback Calculated Property |
| Tc | 1073.00 | K | Joback Calculated Property |
| Tfus | 533.81 | K | Joback Calculated Property |
| Vc | 0.895 | m3/kmol | Joback Calculated Property |
Temperature Dependent Properties
| Property | Value | Unit | Temperature (K) | Source |
|---|---|---|---|---|
| Cp,gas | [834.08; 1001.55] | J/mol×K | [809.21; 1073.00] | 
|
| Cp,gas | 834.08 | J/mol×K | 809.21 | Joback Calculated Property |
| Cp,gas | 862.01 | J/mol×K | 853.18 | Joback Calculated Property |
| Cp,gas | 889.40 | J/mol×K | 897.14 | Joback Calculated Property |
| Cp,gas | 916.66 | J/mol×K | 941.11 | Joback Calculated Property |
| Cp,gas | 944.17 | J/mol×K | 985.07 | Joback Calculated Property |
| Cp,gas | 972.33 | J/mol×K | 1029.04 | Joback Calculated Property |
| Cp,gas | 1001.55 | J/mol×K | 1073.00 | Joback Calculated Property |
Similar Compounds
![1,7,7-Trimethylbicyclo[2.2.1]heptan-2-one.](data:image/png;base64,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)
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