![V-triazolo[5,4-d]-v-triazin-7(6h)-one](/cid/73-200-8/V-triazolo-5-4-d-v-triazin-7-6h-one.png "V-triazolo[5,4-d]-v-triazin-7(6h)-one")
- InChI
- InChI=1S/C3H2N6O/c10-3-1-2(5-8-4-1)6-9-7-3/h(H2,4,5,6,7,8,10)
- InChI Key
- VKEOBKIFUVFEHF-UHFFFAOYSA-N
- Formula
- C3H2N6O
- SMILES
- O=c1[nH]nnc2[nH]nnc12
- Molecular Weight1
- 138.09
- CAS
- 4730-53-4
- 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 | 0.5788 | Relay (1.0) Calculated Property | |
| ΔfG° | 323.48 | kJ/mol | Relay (1.0-beta) Calculated Property |
| ΔfH°gas | 350.77 | kJ/mol | Relay (1.0) Calculated Property |
| ΔvapH° | 115.69 | kJ/mol | Relay (1.0) Calculated Property |
| IE | 9.89 | eV | Relay (1.0) Calculated Property |
| log10WS | -1.58 | Relay (1.0) Calculated Property | |
| logPoct/wat | -2.528 | Crippen Calculated Property | |
| McVol | 79.960 | ml/mol | McGowan Calculated Property |
| Pc | 7433.43 | kPa | Relay (1.0-beta) Calculated Property |
| Tboil | 610.08 | K | Relay (1.0) Calculated Property |
| Tc | 957.62 | K | Relay (1.0) Calculated Property |
| Tfus | 630.57 | K | Relay (1.0) Calculated Property |
| Vc | 0.331 | m3/kmol | Relay (1.0) Calculated Property |
Similar Compounds
![7H-imidazo[4,5-d]-v-triazin-4-ol, 7-butyl-, (keto form).](data:image/png;base64,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)
Find more compounds similar to V-triazolo[5,4-d]-v-triazin-7(6h)-one.
Sources
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- Crippen Method
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