![1-azabicyclo[2.2.1]heptane](/cid/77-834-1/1-azabicyclo-2-2-1-heptane.png "1-azabicyclo[2.2.1]heptane")
- InChI
- InChI=1S/C6H11N/c1-3-7-4-2-6(1)5-7/h6H,1-5H2
- InChI Key
- JVCBVWTTXCNJBJ-UHFFFAOYSA-N
- Formula
- C6H11N
- SMILES
- C1CN2CCC1C2
- Molecular Weight1
- 97.16
- CAS
- 279-27-6
- 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 | 0.3140 | Relay (... Calculated Property | |
| ΔfG° | 141.00 | kJ/mol | Relay (... Calculated Property ⚠️ |
| ΔfH°gas | 39.82 | kJ/mol | Relay (... Calculated Property |
| ΔvapH° | 39.74 | kJ/mol | Relay (... Calculated Property |
| IE | 7.73 | eV | Relay (... Calculated Property |
| log10WS | 0.17 | Relay (... Calculated Property | |
| logPoct/wat | 0.712 | Crippen Calculated Property | |
| McVol | 83.660 | ml/mol | McGowan Calculated Property |
| Pc | 4436.94 | kPa | Relay (... Calculated Property ⚠️ |
| Tboil | 403.00 | K | NIST |
| Tc | 624.53 | K | Relay (... Calculated Property |
| Tfus | 351.50 ± 0.50 | K | NIST |
| Vc | 0.307 | m3/kmol | Relay (... Calculated Property |
Similar Compounds
![1-Azabicyclo[2.2.2]octane, 3-methyl-.](data:image/png;base64,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)
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