- InChI
- InChI=1S/C4H2Cl2N2/c5-3-1-2-4(6)8-7-3/h1-2H
- InChI Key
- GUSWJGOYDXFJSI-UHFFFAOYSA-N
- Formula
- C4H2Cl2N2
- SMILES
- Clc1ccc(Cl)nn1
- Molecular Weight1
- 148.98
- CAS
- 141-30-0
- Other Names
-
- 3,6-Dichloropyridazine
- 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 | 0.3676 | Relay (1.0) Calculated Property | |
| ΔfG° | 210.94 | kJ/mol | Relay (1.0-beta) Calculated Property |
| ΔfH°gas | 158.17 | kJ/mol | Relay (1.0) Calculated Property |
| ΔvapH° | 58.32 | kJ/mol | Relay (1.0) Calculated Property |
| IE | 9.54 | eV | Relay (1.0) Calculated Property |
| log10WS | -1.52 | Relay (1.0) Calculated Property | |
| logPoct/wat | 1.783 | Crippen Calculated Property | |
| McVol | 87.900 | ml/mol | McGowan Calculated Property |
| Pc | 5392.66 | kPa | Relay (1.0-beta) Calculated Property |
| Tboil | 475.63 | K | Relay (1.0) Calculated Property |
| Tc | 702.87 | K | Relay (1.0) Calculated Property |
| Tfus | 377.84 | K | Relay (1.0) Calculated Property |
| Vc | 0.320 | m3/kmol | Relay (1.0) Calculated Property |
Similar Compounds
![Imidazo[1,2-b]pyridazine,6-chloro-.](data:image/png;base64,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)
Find more compounds similar to Pyridazine, 3,6-dichloro-.
Sources
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- 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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