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Synthesis and insecticidal evaluation of phytoalexin phenalenones derivatives
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作者 Ya-Nan Zhang Yi-An Feng +1 位作者 Zhong Li Xu-Sheng Shao 《Chinese Chemical Letters》 SCIE CAS CSCD 2017年第6期1228-1231,共4页
Phenalenone is a kind of defensive compound biosynthesized inside plants in response to the outside attack such as fungus and nematodes.A set of derivatives encompassing structural modifications on the privileged phen... Phenalenone is a kind of defensive compound biosynthesized inside plants in response to the outside attack such as fungus and nematodes.A set of derivatives encompassing structural modifications on the privileged phenalenone scaffold were synthesized through introduction of phenyl and hydroxy!substitutes at 9-positon and 2-position and assessed their insecticidal activities against armyworm(Mythimna separata Walker) and cowpea aphids[Aphis craccivora).No obvious insecticidal activities of the synthesized compounds were observed against armyworm.Some of the 9-phenyl and 2-hydroxy substituted phenalenone analogues showed potential activities against cowpea aphids with 33%-41%mortality at 500 mg/L. 展开更多
关键词 Phenalenones derivatives Insecticidal activities Structural modifications
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An innovative technique to solve a fractal damping Duffing-jerk oscillator 被引量:1
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作者 Yusry O El-Dib Nasser S Elgazery +1 位作者 Youmna M Khattab Haifa A Alyousef 《Communications in Theoretical Physics》 SCIE CAS CSCD 2023年第5期3-11,共9页
The idea of the present article is to look into the nonlinear dynamics and vibration of a damping Duffing-jerk oscillator in fractal space exhibiting the non-perturbative approach.Using a new analytical technique,name... The idea of the present article is to look into the nonlinear dynamics and vibration of a damping Duffing-jerk oscillator in fractal space exhibiting the non-perturbative approach.Using a new analytical technique,namely,the modification of a He’s fractal derivative that converts the fractal derivative to the traditional derivative in continuous space,this study provides an effective and easy-to-apply procedure that is dependent on the He’s fractal derivative approach.The analytic approximate solution has a significant match with the results of the numerical simulation as the fractal parameter is very closer to unity,which proves the reliability of the method.Stability behavior is discussed and illustrated graphically.These new powerful analytical tools are developed in an attempt to obtain effective analytical tools,valid for any fractal nonlinear problems. 展开更多
关键词 modification of He’s fractal derivative fractal duffing-jerk vibration stability analysis non-perturbative approach damping nonlinear fractal system
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