![Dispiro[5.1.5.1]tetradecane-7,14-dione](/cid/92-877-7/Dispiro-5-1-5-1-tetradecane-7-14-dione.png "Dispiro[5.1.5.1]tetradecane-7,14-dione")
- InChI
- InChI=1S/C14H20O2/c15-11-13(7-3-1-4-8-13)12(16)14(11)9-5-2-6-10-14/h1-10H2
- InChI Key
- NQCABGRZRRCWPC-UHFFFAOYSA-N
- Formula
- C14H20O2
- SMILES
- O=C1C2(CCCCC2)C(=O)C12CCCCC2
- Molecular Weight1
- 220.31
- CAS
- 950-21-0
- Other Names
-
- Cyclohexylketene dimer
- 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).
- 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.
Cheméo is a service of Céondo GmbH, since 2007, we provide simulation, modelling and software development services for the industry.
Do not hesitate to contact us for your projects.
Physical Properties
| Property | Value | Unit | Source |
|---|---|---|---|
| ΔfG° | -59.70 | kJ/mol | Joback Calculated Property |
| ΔfH°gas | -369.27 | kJ/mol | Joback Calculated Property |
| ΔfusH° | 1.27 | kJ/mol | Joback Calculated Property |
| ΔvapH° | 53.86 | kJ/mol | Joback Calculated Property |
| IE | 9.00 ± 0.05 | eV | NIST |
| log10WS | -3.44 | Crippen Calculated Property | |
| logPoct/wat | 3.039 | Crippen Calculated Property | |
| McVol | 178.680 | ml/mol | McGowan Calculated Property |
| Pc | 2909.25 | kPa | Joback Calculated Property |
| Tboil | 702.08 | K | Joback Calculated Property |
| Tc | 980.38 | K | Joback Calculated Property |
| Tfus | 472.24 | K | Joback Calculated Property |
| Vc | 0.661 | m3/kmol | Joback Calculated Property |
Temperature Dependent Properties
| Property | Value | Unit | Temperature (K) | Source |
|---|---|---|---|---|
| Cp,gas | [549.68; 685.88] | J/mol×K | [702.08; 980.38] | 
|
| Cp,gas | 549.68 | J/mol×K | 702.08 | Joback Calculated Property |
| Cp,gas | 573.37 | J/mol×K | 748.46 | Joback Calculated Property |
| Cp,gas | 596.11 | J/mol×K | 794.85 | Joback Calculated Property |
| Cp,gas | 618.31 | J/mol×K | 841.23 | Joback Calculated Property |
| Cp,gas | 640.39 | J/mol×K | 887.62 | Joback Calculated Property |
| Cp,gas | 662.77 | J/mol×K | 934.00 | Joback Calculated Property |
| Cp,gas | 685.88 | J/mol×K | 980.38 | Joback Calculated Property |
Similar Compounds
![[3.3.3]Propellane-2,8-dione.](data:image/png;base64,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)
Find more compounds similar to Dispiro[5.1.5.1]tetradecane-7,14-dione.
Sources
Note: Cheméo is only indexing the data, follow the source links to retrieve the latest data. The source is also providing more information like the publication year, authors and more. Take the time to validate and double check the source of the data.