- InChI
- InChI=1S/C6H7NO4/c1-4(8)11-7-5(9)2-3-6(7)10/h2-3H2,1H3
- InChI Key
- SIFCHNIAAPMMKG-UHFFFAOYSA-N
- Formula
- C6H7NO4
- SMILES
- CC(=O)ON1C(=O)CCC1=O
- Molecular Weight1
- 157.12
- CAS
- 14464-29-0
- Other Names
-
- 1-(acetoxy)pyrrolidine-2,5-dione
- 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 | 0.6081 | Relay (1.0) Calculated Property | |
| ΔfG° | -427.42 | kJ/mol | Relay (1.0-beta) Calculated Property |
| ΔfH°gas | -555.47 | kJ/mol | Relay (1.0) Calculated Property |
| ΔvapH° | 64.42 | kJ/mol | Relay (1.0) Calculated Property |
| IE | 9.78 | eV | Relay (1.0) Calculated Property |
| log10WS | -1.03 | Relay (1.0) Calculated Property | |
| logPoct/wat | -0.387 | Crippen Calculated Property | |
| McVol | 105.100 | ml/mol | McGowan Calculated Property |
| Pc | 3676.84 | kPa | Relay (1.0-beta) Calculated Property |
| Tboil | 515.75 | K | Relay (1.0) Calculated Property |
| Tc | 738.84 | K | Relay (1.0) Calculated Property |
| Tfus | 393.61 | K | Relay (1.0) Calculated Property |
| Vc | 0.400 | m3/kmol | Relay (1.0) Calculated Property |
Similar Compounds
![Succinimide, n-[2-(2-oxo-3-oxazolidinyl)ethyl]-.](data:image/png;base64,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)
Find more compounds similar to Succinimide, n-acetoxy-.
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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