- InChI
- InChI=1S/C10H8N2O3/c1-15-8-5-7-3-2-4-11-10(7)9(6-8)12(13)14/h2-6H,1H3
- InChI Key
- MIMUSZHMZBJBPO-UHFFFAOYSA-N
- Formula
- C10H8N2O3
- SMILES
- COc1cc([N+](=O)[O-])c2ncccc2c1
- Molecular Weight1
- 204.18
- CAS
- 85-81-4
- Other Names
-
- 6-Methoxy-8-nitroquinoline
- 8-Nitro-6-methoxyquinoline
- methyl 8-nitro-6-quinolyl ether
- 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 | 0.6224 | Relay (1.0) Calculated Property | |
| ΔfG° | 202.15 | kJ/mol | Relay (1.0-beta) Calculated Property ⚠️ |
| ΔfH°gas | 53.08 | kJ/mol | Relay (1.0) Calculated Property |
| ΔvapH° | 82.42 | kJ/mol | Relay (1.0) Calculated Property |
| IE | 8.50 | eV | Relay (1.0) Calculated Property |
| log10WS | -3.52 | Relay (1.0) Calculated Property | |
| logPoct/wat | 2.152 | Crippen Calculated Property | |
| McVol | 141.810 | ml/mol | McGowan Calculated Property |
| Pc | 3743.67 | kPa | Relay (1.0-beta) Calculated Property ⚠️ |
| Tboil | 616.58 | K | Relay (1.0) Calculated Property |
| Tc | 901.18 | K | Relay (1.0) Calculated Property |
| Tfus | 372.70 | K | Relay (1.0) Calculated Property |
| Vc | 0.508 | m3/kmol | Relay (1.0) Calculated Property |
Similar Compounds
![Avenaciolide, 6-[2-(2-chlorophenyl)ethyl].](data:image/png;base64,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)
Find more compounds similar to Quinoline, 6-methoxy-8-nitro-.
Sources
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- Crippen Method
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- NIST Webbook
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