- InChI
- InChI=1S/C6H10N2O2/c9-5-7-1-2-8(6-10)4-3-7/h5-6H,1-4H2
- InChI Key
- CBLGQEBXWDKYDI-UHFFFAOYSA-N
- Formula
- C6H10N2O2
- SMILES
- O=CN1CCN(C=O)CC1
- Molecular Weight1
- 142.16
- CAS
- 4164-39-0
- ω : Acentric Factor.
- ΔfG° : Standard Gibbs free energy of formation (kJ/mol).
- ΔfH°gas : Enthalpy of formation 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.
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Physical Properties
| Property | Value | Unit | Source |
|---|---|---|---|
| ω | 0.4881 | Relay (... Calculated Property | |
| ΔfG° | 8.07 | kJ/mol | Relay (... Calculated Property ⚠️ |
| ΔfH°gas | -237.34 | kJ/mol | Relay (... Calculated Property |
| ΔvapH° | 74.80 | kJ/mol | Relay (... Calculated Property |
| IE | 9.71 | eV | Relay (... Calculated Property |
| log10WS | 0.51 | Relay (... Calculated Property | |
| logPoct/wat | -1.083 | Crippen Calculated Property | |
| McVol | 107.640 | ml/mol | McGowan Calculated Property |
| Pc | 4967.15 | kPa | Relay (... Calculated Property ⚠️ |
| Tboil | 556.43 | K | Relay (... Calculated Property |
| Tc | 791.32 | K | Relay (... Calculated Property |
| Tfus | 384.21 | K | Relay (... Calculated Property |
| Vc | 0.388 | m3/kmol | Relay (... Calculated Property |
Similar Compounds
![Diethylenetriamine, 4-[2-(dimethylamino)ethyl]-1,1,7,7-tetramethyl-.](data:image/png;base64,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)
Find more compounds similar to piperazine-1,4-dicarbaldehyde.
Sources
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- Crippen Method
- Crippen Method
- McGowan Method
- NIST Webbook
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