Solving an optimal control problem of a linear time-varying delay systems via cardinal Hermite functions

عنوان به زبان ديگر

پديدآورندگان

Yousefi Faezeh Sadat f.sadatyousefi@alzahra.ac.ir Faculty of Mathematical Sciences, Alzahra University , Ordokhani Yadollah ordokhani@alzahra.ac.ir Faculty of Mathematical Sciences, Alzahra University

تعداد صفحه

8

كليدواژه

Optimal control , Delay systems , Cardinal Hermite functions.

سال انتشار

1397

عنوان كنفرانس

سومين همايش بين المللي تركيبيات، رمزنگاري و محاسبات

زبان مدرك

انگليسي

چكيده فارسي

In this paper, we present a new numerical method to solve an optimal control problem of a linear time varying delay systems. In this method, we use the cardinal Hermite functions as basis functions for approximation of functions. Also, we obtain operational matrices of integration and delay and use them to reduce the mentioned optimal control problem to a system of algebratic equations, which can be solved using newton’s iteration method.

چكيده لاتين

In this paper, we present a new numerical method to solve an optimal control problem of a linear time varying delay systems. In this method, we use the cardinal Hermite functions as basis functions for approximation of functions. Also, we obtain operational matrices of integration and delay and use them to reduce the mentioned optimal control problem to a system of algebratic equations, which can be solved using newton’s iteration method.

كشور

ايران