- InChI
- InChI=1S/C11H12N4O6/c16-13(17)8-6-9(14(18)19)11(10(7-8)15(20)21)12-4-2-1-3-5-12/h6-7H,1-5H2
- InChI Key
- PELVDFPFGQPDGS-UHFFFAOYSA-N
- Formula
- C11H12N4O6
- SMILES
-
O=[N+]([O-])c1cc([N+](=O)[O-])
c(N2CCCCC2)c([N+](=O)[O-])c1 - Molecular Weight1
- 296.24
- CAS
- 67263-27-8
- Other Names
-
- N-(2,4,6-trinitrophenyl)piperidine
- 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 | 0.8550 | Relay (1.0) Calculated Property | |
| ΔfG° | 357.50 | kJ/mol | Relay (1.0-beta) Calculated Property |
| ΔfH°gas | 74.99 | kJ/mol | Relay (1.0) Calculated Property |
| ΔvapH° | 97.06 | kJ/mol | Relay (1.0) Calculated Property |
| IE | 8.92 | eV | Relay (1.0) Calculated Property |
| log10WS | -4.41 | Relay (1.0) Calculated Property | |
| logPoct/wat | 2.401 | Crippen Calculated Property | |
| McVol | 193.470 | ml/mol | McGowan Calculated Property |
| Pc | 2308.21 | kPa | Relay (1.0-beta) Calculated Property |
| Tboil | 605.75 | K | Relay (1.0) Calculated Property |
| Tc | 965.40 | K | Relay (1.0) Calculated Property |
| Tfus | 416.47 | K | Relay (1.0) Calculated Property |
| Vc | 0.652 | m3/kmol | Relay (1.0) Calculated Property |
Similar Compounds
![N-[4-Chloro-2-nitrophenyl]pyrrolidine.](data:image/png;base64,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)
Find more compounds similar to 1-(2,4,6-Trinitrophenyl)piperidine.
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- Crippen Method
- Crippen Method
- McGowan Method
- NIST Webbook
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