- InChI
- InChI=1S/C6H4N2Se/c1-2-4-6-5(3-1)7-9-8-6/h1-4H
- InChI Key
- AYTPIVIDHMVGSX-UHFFFAOYSA-N
- Formula
- C6H4N2Se
- SMILES
- c1ccc2n[se]nc2c1
- Molecular Weight1
- 183.07
- CAS
- 22706-23-6
- 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.
- 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 | 0.3958 | Relay (... Calculated Property | |
| ΔfG° | 293.13 | kJ/mol | Relay (... Calculated Property ⚠️ |
| ΔfH°gas | 363.97 | kJ/mol | Relay (... Calculated Property |
| ΔvapH° | 70.77 | kJ/mol | Relay (... Calculated Property |
| IE | 8.77 | eV | Relay (... Calculated Property |
| log10WS | -1.96 | Relay (... Calculated Property | |
| logPoct/wat | 0.687 | Crippen Calculated Property | |
| Pc | 6184.01 | kPa | Relay (... Calculated Property ⚠️ |
| Tboil | 499.72 | K | Relay (... Calculated Property |
| Tc | 840.35 | K | Relay (... Calculated Property |
| Tfus | 354.28 | K | Relay (... Calculated Property |
| Vc | 0.354 | m3/kmol | Relay (... Calculated Property |
Similar Compounds
![Dibenzo[a,c]phenazine.](data:image/png;base64,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)
Find more compounds similar to Benzoselenadiazole, 2,1,3-.
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