Compound Identification
SMILES
COC1=CC2=NC=CC(OC3=C(F)C=C(NC(=O)C4CCN(CC5=CC=CC=C5)C4=O)C=C3)=C2C=C1OC
InChIKey
InChIKey=FAFVLTUTYIQUIY-UHFFFAOYSA-N
Formula
C29H26FN3O5
Mass
515.541
Taxonomic Classification
Taxonomy Tree
-
Kingdom
Organic compounds
-
Superclass
Organic oxygen compounds
-
Class
Organooxygen compounds
-
Subclass
Ethers
- Level 5 Diarylethers
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Subclass
Ethers
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Class
Organooxygen compounds
-
Superclass
Organic oxygen compounds
Kingdom
Organic compounds
Superclass
Organic oxygen compounds
Class
Organooxygen compounds
Subclass
Ethers
Intermediate Tree Nodes
Not available
Direct Parent
Diarylethers
Alternative Parents
Quinolines and derivatives Anilides Pyrrolidinecarboxamides Anisoles Phenoxy compounds N-arylamides Alkyl aryl ethers Fluorobenzenes 1,3-dicarbonyl compounds Pyrrolidine-2-ones Aryl fluorides Pyridines and derivatives N-alkylpyrrolidines Heteroaromatic compounds Tertiary carboxylic acid amides Lactams Secondary carboxylic acid amides Azacyclic compounds Hydrocarbon derivatives Organofluorides Organic oxides
Molecular Framework
Aromatic heteropolycyclic compounds
Substituents
Diaryl ether - Quinoline - Anilide - Anisole - Phenol ether - Pyrrolidine carboxylic acid or derivatives - Pyrrolidine-3-carboxamide - Phenoxy compound - N-arylamide - Alkyl aryl ether - Fluorobenzene - Halobenzene - N-alkylpyrrolidine - 1,3-dicarbonyl compound - Monocyclic benzene moiety - Aryl halide - 2-pyrrolidone - Pyrrolidone - Aryl fluoride - Benzenoid - Pyridine - Tertiary carboxylic acid amide - Heteroaromatic compound - Pyrrolidine - Secondary carboxylic acid amide - Carboxamide group - Lactam - Carboxylic acid derivative - Organoheterocyclic compound - Azacycle - Organonitrogen compound - Organic nitrogen compound - Hydrocarbon derivative - Carbonyl group - Organic oxide - Organofluoride - Organohalogen compound - Aromatic heteropolycyclic compound
Description
This compound belongs to the class of organic compounds known as diarylethers. These are organic compounds containing the dialkyl ether functional group, with the formula ROR', where R and R' are aryl groups.
External Descriptors
Not available