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Ismahene Grib Abdeslem Bouzina Nour-Eddine Aouf 《Phosphorus, sulfur, and silicon and the related elements》2016,191(8):1086-1091
An efficient protocol was developed for the synthesis of N-sulfonylimines under environment friendly conditions. Ultrasonic energy was employed to obtain the desired products in excellent yields with high purity under solvent- and catalyst-free conditions. The synthesis of new N-sulfonylimines was accomplished from various N-sulfonamides and benzaldehyde.The structures of the synthesized compounds are confirmed by elemental analysis as well as by 1H, 13C NMR spectral data, IR and MS. 相似文献
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Ismahene Bazine Zinelaabidine Cheraiet Rafik Bensegueni Chawki Bensouici Abbes Boukhari 《Journal of heterocyclic chemistry》2020,57(5):2139-2149
A series of 20 novel α-aminophosphonate derivatives bearing quinoline or quinolone moiety was designed and synthesized via Kabachnik-Fields reaction in the presence of triethylammonium acetate as a solvent and catalyst under ultrasound irradiation. This procedure affords products in high yields and short reaction times. Molecular structures of the synthesized compounds 4a-g and 5a-m were confirmed using various spectroscopic methods. The antioxidant activity of these compounds was evaluated by eight complementary in vitro tests. The anticholinesterase activity (AChE, BChE) of these compounds were also evaluated. In addition, theoretical calculations of all compounds were investigated as corrosion inhibitors using density functional theory (DFT). The results revealed that 16 of these compounds exhibited high levels of antioxidant activities depending on the assay and that most compounds showed more potent inhibitory activities against acetylcholinesterase (AChE) and butyrylcholinesterase (BChE). 相似文献
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In this article, we are concerned with fractional multiobjective optimization problems. In order to derive optimality conditions, we consider a new single level problem [12], which is locally equivalent to the bilevel fractional multiobjective problem (P) at the optimal solution. Our approach consists of using another approach initiated by Mordukhovich [7, 8], which does not involve any convex approximations and convex separation arguments, called the extremal principle [5, 6, 9], for the study of necessary optimality conditions in fractional vector optimization. 相似文献
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