- InChI
- InChI=1S/C9H16O/c1-7-4-8(10)6-9(2,3)5-7/h4,8,10H,5-6H2,1-3H3
- InChI Key
- LDRWAWZXDDBHTG-UHFFFAOYSA-N
- Formula
- C9H16O
- SMILES
- CC1=CC(O)CC(C)(C)C1
- Molecular Weight1
- 140.22
- CAS
- 470-99-5
- Other Names
-
- 3,5,5-Trimethyl-2-cyclohexen-1-ol
- Isophorol
- 3,5,5-trimethylcyclohex-2-en-1-ol
- ω : Acentric Factor.
- 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).
- IE : Ionization energy (eV).
- 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 |
|---|---|---|---|
| ω | 0.4393 | Relay (... Calculated Property | |
| ΔfG° | -80.34 | kJ/mol | Joback Calculated Property |
| ΔfH°gas | -251.86 | kJ/mol | Relay (... Calculated Property |
| ΔfusH° | 10.59 | kJ/mol | Joback Calculated Property |
| ΔvapH° | 64.66 | kJ/mol | Relay (... Calculated Property |
| IE | 8.80 | eV | Relay (... Calculated Property |
| log10WS | -1.42 | Relay (... Calculated Property | |
| logPoct/wat | 2.114 | Crippen Calculated Property | |
| McVol | 128.380 | ml/mol | McGowan Calculated Property |
| Pc | 3257.86 | kPa | Joback Calculated Property |
| Inp | 1147.00 | NIST | |
| Tboil | 468.42 | K | Relay (... Calculated Property |
| Tc | 659.20 | K | Relay (... Calculated Property |
| Tfus | 274.58 | K | Relay (... Calculated Property |
| Vc | 0.443 | m3/kmol | Relay (... Calculated Property |
Temperature Dependent Properties
| Property | Value | Unit | Temperature (K) | Source |
|---|---|---|---|---|
| Cp,gas | [304.39; 380.33] | J/mol×K | [516.76; 715.30] | 
|
| Cp,gas | 304.39 | J/mol×K | 516.76 | Joback Calculated Property |
| Cp,gas | 318.83 | J/mol×K | 549.85 | Joback Calculated Property |
| Cp,gas | 332.45 | J/mol×K | 582.94 | Joback Calculated Property |
| Cp,gas | 345.33 | J/mol×K | 616.03 | Joback Calculated Property |
| Cp,gas | 357.55 | J/mol×K | 649.12 | Joback Calculated Property |
| Cp,gas | 369.19 | J/mol×K | 682.21 | Joback Calculated Property |
| Cp,gas | 380.33 | J/mol×K | 715.30 | Joback Calculated Property |
Pressure Dependent Properties
| Property | Value | Unit | Pressure (kPa) | Source |
|---|---|---|---|---|
| Tboilr | 353.70 | K | 1.00 | NIST |
Similar Compounds
![Spiro[4.5]dec-8-en-7-ol, 4,8-dimethyl-1-(1-methylethyl)-.](data:image/png;base64,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)
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