- InChI
- InChI=1S/C12H8Cl2N4/c13-10-9-11(16-7-15-10)18(12(14)17-9)6-8-4-2-1-3-5-8/h1-5,7H,6H2
- InChI Key
- UJISOIMQMJRAFD-UHFFFAOYSA-N
- Formula
- C12H8Cl2N4
- SMILES
- Clc1ncnc2c1nc(Cl)n2Cc1ccccc1
- Molecular Weight1
- 279.12
- CAS
- 91395-18-5
- 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 | 0.5837 | Relay (1.0) Calculated Property | |
| ΔfG° | 453.72 | kJ/mol | Relay (1.0-beta) Calculated Property |
| ΔfH°gas | 315.49 | kJ/mol | Relay (1.0) Calculated Property |
| ΔvapH° | 98.10 | kJ/mol | Relay (1.0) Calculated Property |
| IE | 8.97 | eV | Relay (1.0) Calculated Property |
| log10WS | -4.50 | Relay (1.0) Calculated Property | |
| logPoct/wat | 3.181 | Crippen Calculated Property | |
| McVol | 181.660 | ml/mol | McGowan Calculated Property |
| Pc | 3615.58 | kPa | Relay (1.0-beta) Calculated Property |
| Tboil | 642.74 | K | Relay (1.0) Calculated Property |
| Tc | 982.91 | K | Relay (1.0) Calculated Property |
| Tfus | 451.45 | K | Relay (1.0) Calculated Property |
| Vc | 0.688 | m3/kmol | Relay (1.0) Calculated Property |
Similar Compounds
![Ethanol, 2,2'-[(9-benzyl-9h-purin-6-yl)imino]di-.](data:image/png;base64,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)
Find more compounds similar to 9H-purine, 9-benzyl-6,8-dichloro-.
Sources
- Cheméo Relay (1.0)
- Cheméo Relay (1.0, beta) Beta: served but experimental, data-limited and below our cross-validation release bar; the Joback value is recommended where available.
- Crippen Method
- Crippen Method
- McGowan Method
- NIST Webbook
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