- InChI
- InChI=1S/C15H26O/c1-10-5-6-13-12(10)9-11-7-8-15(13,4)16-14(11,2)3/h10-13H,5-9H2,1-4H3
- InChI Key
- QRVMFXFSGYDNJI-UHFFFAOYSA-N
- Formula
- C15H26O
- SMILES
- CC1CCC2C1CC1CCC2(C)OC1(C)C
- Molecular Weight1
- 222.37
- CAS
- 3321-66-2
- 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).
- 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 | 0.3869 | Relay (1.0) Calculated Property | |
| ΔfG° | 101.14 | kJ/mol | Joback Calculated Property |
| ΔfH°gas | -332.24 | kJ/mol | Relay (1.0) Calculated Property |
| ΔfusH° | 21.31 | kJ/mol | Joback Calculated Property |
| ΔvapH° | 65.84 | kJ/mol | Relay (1.0) Calculated Property |
| IE | 8.56 | eV | Relay (1.0) Calculated Property |
| log10WS | -4.28 | Relay (1.0) Calculated Property | |
| logPoct/wat | 4.016 | Crippen Calculated Property | |
| McVol | 195.500 | ml/mol | McGowan Calculated Property |
| Pc | 2045.61 | kPa | Joback Calculated Property |
| Inp | 1536.90 | NIST | |
| Tboil | 540.99 | K | Relay (1.0) Calculated Property |
| Tc | 787.11 | K | Relay (1.0) Calculated Property |
| Tfus | 336.06 | K | Relay (1.0) Calculated Property |
| Vc | 0.727 | m3/kmol | Relay (1.0) Calculated Property |
Temperature Dependent Properties
| Property | Value | Unit | Temperature (K) | Source |
|---|---|---|---|---|
| Cp,gas | [561.58; 692.75] | J/mol×K | [589.05; 816.69] | 
|
| Cp,gas | 561.58 | J/mol×K | 589.05 | Joback Calculated Property |
| Cp,gas | 586.42 | J/mol×K | 626.99 | Joback Calculated Property |
| Cp,gas | 609.68 | J/mol×K | 664.93 | Joback Calculated Property |
| Cp,gas | 631.66 | J/mol×K | 702.87 | Joback Calculated Property |
| Cp,gas | 652.64 | J/mol×K | 740.81 | Joback Calculated Property |
| Cp,gas | 672.91 | J/mol×K | 778.75 | Joback Calculated Property |
| Cp,gas | 692.75 | J/mol×K | 816.69 | Joback Calculated Property |
Similar Compounds
![2H-3,9a-Methano-1-benzoxepin, octahydro-2,2,5a,9-tetramethyl-, [3R-(3«alpha»,5a«alpha»,9«alpha»,9a«alpha»)]-.](data:image/png;base64,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)
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