- InChI
- InChI=1S/C20H32O/c1-6-19(4)11-8-15-14(13-19)16(21)12-17-18(2,3)9-7-10-20(15,17)5/h6,13,15-17,21H,1,7-12H2,2-5H3/t15?,16?,17?,19-,20-/m1/s1
- InChI Key
- BNRZBCUNLMPNJG-BKXYZSJASA-N
- Formula
- C20H32O
- SMILES
-
C=CC1(C)C=C2C(O)CC3C(C)(C)CCCC
3(C)C2CC1 - Molecular Weight1
- 288.47
- 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° | 171.02 | kJ/mol | Joback Calculated Property |
| ΔfH°gas | -264.32 | kJ/mol | Joback Calculated Property |
| ΔfusH° | 19.42 | kJ/mol | Joback Calculated Property |
| ΔvapH° | 73.30 | kJ/mol | Joback Calculated Property |
| log10WS | -5.75 | Crippen Calculated Property | |
| logPoct/wat | 5.112 | Crippen Calculated Property | |
| McVol | 257.350 | ml/mol | McGowan Calculated Property |
| Pc | 1690.72 | kPa | Joback Calculated Property |
| Inp | 2090.00 | NIST | |
| Tboil | 778.28 | K | Joback Calculated Property |
| Tc | 999.91 | K | Joback Calculated Property |
| Tfus | 482.70 | K | Joback Calculated Property |
| Vc | 0.964 | m3/kmol | Joback Calculated Property |
Temperature Dependent Properties
| Property | Value | Unit | Temperature (K) | Source |
|---|---|---|---|---|
| Cp,gas | [844.16; 996.97] | J/mol×K | [778.28; 999.91] | 
|
| Cp,gas | 844.16 | J/mol×K | 778.28 | Joback Calculated Property |
| Cp,gas | 868.33 | J/mol×K | 815.22 | Joback Calculated Property |
| Cp,gas | 892.53 | J/mol×K | 852.16 | Joback Calculated Property |
| Cp,gas | 917.14 | J/mol×K | 889.09 | Joback Calculated Property |
| Cp,gas | 942.51 | J/mol×K | 926.03 | Joback Calculated Property |
| Cp,gas | 969.00 | J/mol×K | 962.97 | Joback Calculated Property |
| Cp,gas | 996.97 | J/mol×K | 999.91 | Joback Calculated Property |
Similar Compounds
![1-hydroxy-(1-methoxy)-7-(methylethyl)[1,2,3,3«alpha»,4,5,6,7]-octahydroazulen.](data:image/png;base64,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)
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