Triangular functions method for numerical solution of fractional Mathieu equation
نویسندگان :
Leila Mansouri ( Department of Mathematics, College of Science, Yadegar-e-Emam Khomeyni (RAH) Shahr-e-Rey Branch, Islamic Azad University, Tehran, Iran ) , Esmail Babolian ( Faculty of Mathematical Sciences and Computer, Kharazmi University, 50 Taleghani Avenue, Tehran, 1561836314, Iran ) , Zahrs Azimzadeh ( Department of Mathematics, College of Science, Yadegar-e-Emam Khomeyni (RAH) Shahr-e-Rey Branch, Islamic Azad University, Tehran, Iran )
چکیده
X Motivation or Purpose Recently fractional differential equations (FDEs) have attracted much attention. X Problem Fractional Mathieu equation is a well-known FDE. X Method Here a method based on operational matrix of triangular functions for fractional order integration is introduced for the numerical solution of fractional Mathieu equation. X Results This technique is a successful method because of reducing the problem to solve a system of linear equations. By solving this system an approximate solution is obtained. X Conclusions Illustrative examples demonstrate accuracy and efficiency of the method.کليدواژه ها
Fractional Mathieu equation Caputo derivative triangular functionsکد مقاله / لینک ثابت به این مقاله
برای لینک دهی به این مقاله، می توانید از لینک زیر استفاده نمایید. این لینک همیشه ثابت است :نحوه استناد به مقاله
در صورتی که می خواهید در اثر پژوهشی خود به این مقاله ارجاع دهید، به سادگی می توانید از عبارت زیر در بخش منابع و مراجع استفاده نمایید:Leila Mansouri , 1400 , Triangular functions method for numerical solution of fractional Mathieu equation , اولین کنفرانس بین المللی ریاضیات و کاربردها
