- InChI
- InChI=1S/C15H22O/c1-9(2)11-6-7-15(3)12-5-4-10(8-16)14(15)13(11)12/h4,8-9,11-14H,5-7H2,1-3H3
- InChI Key
- IDQMMWWVRDXRNI-UHFFFAOYSA-N
- Formula
- C15H22O
- SMILES
- CC(C)C1CCC2(C)C3CC=C(C=O)C2C13
- Molecular Weight1
- 218.33
- CAS
- 41610-68-8
- 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° | 143.03 | kJ/mol | Joback Calculated Property |
| ΔfH°gas | -210.68 | kJ/mol | Joback Calculated Property |
| ΔfusH° | 22.35 | kJ/mol | Joback Calculated Property |
| ΔvapH° | 54.41 | kJ/mol | Joback Calculated Property |
| log10WS | -3.47 | Crippen Calculated Property | |
| logPoct/wat | 3.450 | Crippen Calculated Property | |
| McVol | 186.900 | ml/mol | McGowan Calculated Property |
| Pc | 2141.36 | kPa | Joback Calculated Property |
| Inp | [1674.60; 1674.60] |
|
|
| Inp | 1674.60 | NIST | |
| Inp | 1674.60 | NIST | |
| Tboil | 610.35 | K | Joback Calculated Property |
| Tc | 826.83 | K | Joback Calculated Property |
| Tfus | 364.81 | K | Joback Calculated Property |
| Vc | 0.732 | m3/kmol | Joback Calculated Property |
Temperature Dependent Properties
| Property | Value | Unit | Temperature (K) | Source |
|---|---|---|---|---|
| Cp,gas | [531.68; 637.44] | J/mol×K | [610.35; 826.83] |
|
| Cp,gas | 531.68 | J/mol×K | 610.35 | Joback Calculated Property |
| Cp,gas | 551.80 | J/mol×K | 646.43 | Joback Calculated Property |
| Cp,gas | 570.67 | J/mol×K | 682.51 | Joback Calculated Property |
| Cp,gas | 588.49 | J/mol×K | 718.59 | Joback Calculated Property |
| Cp,gas | 605.44 | J/mol×K | 754.67 | Joback Calculated Property |
| Cp,gas | 621.69 | J/mol×K | 790.75 | Joback Calculated Property |
| Cp,gas | 637.44 | J/mol×K | 826.83 | Joback Calculated Property |
Similar Compounds
![(1aR,4aS,8aS)-4a,8,8-Trimethyl-1,1a,4,4a,5,6,7,8-octahydrocyclopropa[d]naphthalene-2-carbaldehyde.](data:image/png;base64,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)
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