روشي بهينه براي تحليل آنتهاي گرافني به شكل دلخواه در باند فركانسي تراهرتز

An efficient integral equation analysis for arbitrarily shaped graphene-based terahertz antennas

This letter proposes an efficient method to analyse an arbitrary shaped graphene-based terahertz antenna. In this analysis, the method of Moments is used to solve the mixed potential integral equations which are derived by enforcing the continuity of the tangential electric field at graphene layer and metallic sheet. The efficiency and accuracy of the proposed method is confirmed by the well-known HFSS solver in the frequency domain. It is shown that our proposed method is 21 times faster while it needs almost 1000 times less memory compare to HFSS solver. Thus, it is a very efficient method for analysing the arbitrary shaped terahertz antennas including graphene layers.

This letter proposes an efficient method to analyse an arbitrary shaped graphene-based terahertz antenna. In this analysis, the method of Moments is used to solve the mixed potential integral equations which are derived by enforcing the continuity of the tangential electric field at graphene layer and metallic sheet. The efficiency and accuracy of the proposed method is confirmed by the well-known HFSS solver in the frequency domain. It is shown that our proposed method is 21 times faster while it needs almost 1000 times less memory compare to HFSS solver. Thus, it is a very efficient method for analysing the arbitrary shaped terahertz antennas including graphene layers.