- InChI
- InChI=1S/C5H11NO/c1-3-4-5-6(2)7-5/h5H,3-4H2,1-2H3
- InChI Key
- QDNVKESMWBRZQC-UHFFFAOYSA-N
- Formula
- C5H11NO
- SMILES
- CCCC1ON1C
- Molecular Weight1
- 101.15
- CAS
- 58751-77-2
- 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 | 0.3719 | Relay (1.0) Calculated Property | |
| ΔfG° | 36.30 | kJ/mol | Relay (1.0-beta) Calculated Property |
| ΔfH°gas | -76.98 | kJ/mol | Relay (1.0) Calculated Property |
| ΔvapH° | 37.44 | kJ/mol | Relay (1.0) Calculated Property |
| IE | 8.94 | eV | Relay (1.0) Calculated Property |
| log10WS | -0.65 | Relay (1.0) Calculated Property | |
| logPoct/wat | 0.990 | Crippen Calculated Property | |
| McVol | 86.300 | ml/mol | McGowan Calculated Property |
| Pc | 3667.35 | kPa | Relay (1.0-beta) Calculated Property |
| Tboil | 368.94 | K | Relay (1.0) Calculated Property |
| Tc | 544.48 | K | Relay (1.0) Calculated Property |
| Tfus | 217.65 | K | Relay (1.0) Calculated Property |
| Vc | 0.351 | m3/kmol | Relay (1.0) Calculated Property |
Similar Compounds
![8-Azabicyclo[3.2.1]octan-3-ol, 8-methyl-, 8-oxide, (endo,anti)-.](data:image/png;base64,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)
Find more compounds similar to Oxaziridine, 2-methyl-3-propyl-.
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- Crippen Method
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