- InChI
- InChI=1S/C15H18O3/c1-8-10-4-6-15(3)7-5-11(16)9(2)12(15)13(10)18-14(8)17/h5,7-8,10,13H,4,6H2,1-3H3/t8-,10-,13+,15-/m1/s1
- InChI Key
- XJHDMGJURBVLLE-RLCDCCMLSA-N
- Formula
- C15H18O3
- SMILES
-
CC1=C2C3OC(=O)C(C)C3CCC2(C)C=C
C1=O - Molecular Weight1
- 246.30
- CAS
- 1618-78-6
- ΔcH°solid : Standard solid enthalpy of combustion (kJ/mol).
- 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).
- ΔfH°solid : Solid phase 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 |
|---|---|---|---|
| ΔcH°solid | -7872.10 ± 2.30 | kJ/mol | NIST |
| ΔfG° | -94.57 | kJ/mol | Joback Calculated Property |
| ΔfH°gas | -479.05 | kJ/mol | Joback Calculated Property |
| ΔfH°solid | -603.10 ± 2.30 | kJ/mol | NIST |
| ΔfusH° | 24.05 | kJ/mol | Joback Calculated Property |
| ΔvapH° | 62.86 | kJ/mol | Joback Calculated Property |
| log10WS | -3.02 | Crippen Calculated Property | |
| logPoct/wat | 2.420 | Crippen Calculated Property | |
| McVol | 190.040 | ml/mol | McGowan Calculated Property |
| Pc | 2372.59 | kPa | Joback Calculated Property |
| Tboil | 746.34 | K | Joback Calculated Property |
| Tc | 1001.68 | K | Joback Calculated Property |
| Tfus | 507.78 | K | Joback Calculated Property |
| Vc | 0.719 | m3/kmol | Joback Calculated Property |
Temperature Dependent Properties
| Property | Value | Unit | Temperature (K) | Source |
|---|---|---|---|---|
| Cp,gas | [593.98; 703.26] | J/mol×K | [746.34; 1001.68] | 
|
| Cp,gas | 593.98 | J/mol×K | 746.34 | Joback Calculated Property |
| Cp,gas | 614.21 | J/mol×K | 788.90 | Joback Calculated Property |
| Cp,gas | 633.42 | J/mol×K | 831.45 | Joback Calculated Property |
| Cp,gas | 651.77 | J/mol×K | 874.01 | Joback Calculated Property |
| Cp,gas | 669.43 | J/mol×K | 916.57 | Joback Calculated Property |
| Cp,gas | 686.54 | J/mol×K | 959.12 | Joback Calculated Property |
| Cp,gas | 703.26 | J/mol×K | 1001.68 | Joback Calculated Property |
Similar Compounds
![Naphtho[1,2-b]furan-2,8(3H,4H)-dione, 3a,5,5a,9b-tetrahydro-3,5a,9-trimethyl-, [3R-(3«alpha»,3a«beta»,5a«alpha»,9b«alpha»)]-.](data:image/png;base64,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)
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