INTEGRAL EQUATIONS FOR THE PROBLEM OF WAVE EQUATIONS FOR THE PROBLEM OF WAVE DIFFRACTION ON A FLAT STRIP: ALTERNATIVE REPRESENTATION

INTEGRAL EQUATIONS FOR THE PROBLEM OF WAVE EQUATIONS FOR THE PROBLEM OF WAVE DIFFRACTION ON A FLAT STRIP: ALTERNATIVE REPRESENTATION

M. HELVACI1, Z. BAZ , T. IKIZ, E. I. VELİEV

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Abstract. This study investigates an effective method for solving one class of integral equations. It addresses various two dimensional problems related to do diffraction theory by metal screens, which are reduced to these integral equations. A novel approach for solving this class of integral equations is proposed. The study foceses on investigating diffraction on a strip using a combination of analytical and numerical methods and the results are obtained through simulation.

Keywords: Fractional boundary condition, electromagnetic diffraction, fractional strip, integral equation, fractional calculus.

AMS Subject Classification: 35J05, 35A35, 45L05, 45E99.