- InChI
- InChI=1S/C9H5Cl2N/c10-6-1-2-7-8(11)3-4-12-9(7)5-6/h1-5H
- InChI Key
- HXEWMTXDBOQQKO-UHFFFAOYSA-N
- Formula
- C9H5Cl2N
- SMILES
- Clc1ccc2c(Cl)ccnc2c1
- Molecular Weight1
- 198.05
- CAS
- 86-98-6
- Other Names
-
- 4,7-Dichloroquinoline
- TL 1473
- ΔsubH° : Enthalpy of sublimation at standard conditions (kJ/mol).
- log10WS : Log10 of Water solubility in mol/l.
- logPoct/wat : Octanol/Water partition coefficient.
- McVol : McGowan's characteristic volume (ml/mol).
- 1: Molecular weight from the IUPAC atomic weights tables.
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Physical Properties
| Property | Value | Unit | Source |
|---|---|---|---|
| ΔsubH° | 89.50 ± 2.30 | kJ/mol | NIST |
| log10WS | -2.80 | Aq. Sol... | |
| logPoct/wat | 3.542 | Crippen Calculated Property | |
| McVol | 128.910 | ml/mol | McGowan Calculated Property |
Similar Compounds
![Benzo[g]quinoline.](data:image/png;base64,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)
Find more compounds similar to Quinoline, 4,7-dichloro-.
Mixtures
- Quinoline, 4,7-dichloro- + Water
- Quinoline, 4,7-dichloro- + Ethanol
- Quinoline, 4,7-dichloro- + Tetrahydrofuran
- Quinoline, 4,7-dichloro- + Acetonitrile
- Quinoline, 4,7-dichloro- + Acetone
Sources
- Crippen Method
- Solubility of Chloroquine Diphosphate and 4,7-Dichloroquinoline in Water, Ethanol, Tetrahydrofuran, Acetonitrile, and Acetone from (298.2 to 333.2) K
- Aqueous Solubility Prediction Method
- McGowan Method
- NIST Webbook
Note: Cheméo is only indexing the data, follow the source links to retrieve the latest data. The source is also providing more information like the publication year, authors and more. Take the time to validate and double check the source of the data.