Acylurea
![](http://upload.wikimedia.org/wikipedia/commons/thumb/1/1d/Acylurea.svg/220px-Acylurea.svg.png)
Acylureas (also called N-acylureas or ureides) are a class of chemical compounds formally derived from the acylation of urea.[1]
Uses[]
Insecticides[]
A subclass of acylureas known as benzoylureas are insecticides. They act as insect growth regulators by inhibiting the synthesis of chitin resulting in weakened cuticles and preventing molting.[2] Members of this class include diflubenzuron, flufenoxuron, hexaflumuron, lufenuron, and teflubenzuron.
Anticonvulsants and sedatives[]
The acylurea functional group is also found in some pharmaceutical drugs such as the anticonvulsants phenacemide, pheneturide, chlorphenacemide, and (which are phenylureides),[3] and the sedatives acecarbromal, bromisoval, and carbromal (which are bromoureides). Others include apronal (apronalide), capuride, and ectylurea. Barbiturates (a class of cyclic ureas) are structurally and mechanistically related to them.[4] The phenylureides are also closely related to the hydantoins, such as phenytoin, and may be considered ring-opened analogues of them.[5]
Related[]
- Diureides
A diureide is a complex nitrogenous substance regarded as containing two molecules of urea or their radicals, e.g. uric acid or allantoin.
- Hydantoins
Hydantoin, or glycolylurea, can be considered the cyclic form of acylurea.
References[]
- ^ "N-acylurea". European Molecular Biology Laboratory.
- ^ Vincent H. Resh and Ring T. Cardé, ed. (2009). Encyclopedia of Insects. Academic Press. p. 157. ISBN 9780080920900.
- ^ Hans-Hasso Frey; D. Janz (6 December 2012). Antiepileptic Drugs. Springer Science & Business Media. pp. 601–. ISBN 978-3-642-69518-6.
- ^ David A. Williams; William O. Foye; Thomas L. Lemke (January 2002). Foye's Principles of Medicinal Chemistry. Lippincott Williams & Wilkins. pp. 380–. ISBN 978-0-683-30737-5.
- ^ Dr. S. S. Kadam (1 July 2007). PRINCIPLES OF MEDICINAL CHEMISTRY Vol. - II. Pragati Books Pvt. Ltd. pp. 147–. ISBN 978-81-85790-03-9.
- Ureas
- Functional groups