![Pyrrolidine, n-[2,6-dioxo-4-piperidinyl)acetyl]-](/cid/34-826-7/Pyrrolidine-n-2-6-dioxo-4-piperidinyl-acetyl.png "Pyrrolidine, n-[2,6-dioxo-4-piperidinyl)acetyl]-")
- InChI
- InChI=1S/C11H16N2O3/c14-9-5-8(6-10(15)12-9)7-11(16)13-3-1-2-4-13/h8H,1-7H2,(H,12,14,15)
- InChI Key
- DZDYTSKLBQZULC-UHFFFAOYSA-N
- Formula
- C11H16N2O3
- SMILES
- O=C1CC(CC(=O)N2CCCC2)CC(=O)N1
- Molecular Weight1
- 224.26
- CAS
- 6939-31-7
- 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 | 0.6583 | Relay (1.0) Calculated Property | |
| ΔfG° | -125.18 | kJ/mol | Relay (1.0-beta) Calculated Property |
| ΔfH°gas | -625.97 | kJ/mol | Relay (1.0) Calculated Property |
| ΔvapH° | 89.18 | kJ/mol | Relay (1.0) Calculated Property |
| IE | 9.05 | eV | Relay (1.0) Calculated Property |
| log10WS | -0.27 | Relay (1.0) Calculated Property | |
| logPoct/wat | 0.052 | Crippen Calculated Property | |
| McVol | 168.800 | ml/mol | McGowan Calculated Property |
| Pc | 2563.98 | kPa | Relay (1.0-beta) Calculated Property |
| Tboil | 616.88 | K | Relay (1.0) Calculated Property |
| Tc | 891.79 | K | Relay (1.0) Calculated Property |
| Tfus | 429.13 | K | Relay (1.0) Calculated Property |
| Vc | 0.611 | m3/kmol | Relay (1.0) Calculated Property |
Similar Compounds
![Piperidine, 1-[(2,6-dioxo-4-piperidyl)carbonyl]-.](data:image/png;base64,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)
Find more compounds similar to Pyrrolidine, n-[2,6-dioxo-4-piperidinyl)acetyl]-.
Sources
- Cheméo Relay (1.0)
- Cheméo Relay (1.0, beta) Beta: served but experimental, data-limited and below our cross-validation release bar; the Joback value is recommended where available.
- Crippen Method
- Crippen Method
- McGowan Method
- NIST Webbook
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