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Low-frequency electromagnetic scattering on the circular crack in a conductive body

机译:导电体中圆形裂纹的低频电磁散射

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Modelling the crack as mathematical surface on which specified some distribution of electrical dipoles and using the method of small parameter the problem of scattering of the electromagnetic field on the circular crack adducted to system of the hypersingular integral equations of the Newtonian potential type. For the solution the method of orthogonal polynomials of two variables was proposed. Demonstrated that value of equivalent moment of dipole of the crack proportionate to normal component of the external low-frequency electric field.
机译:将裂纹建模为指定电偶极子分布的数学表面,并使用小参数方法将电磁场在圆形裂纹上的散射问题加到牛顿势型超奇异积分方程组中。为了解决该问题,提出了两个变量正交多项式的方法。证明了裂纹的偶极等效矩值与外部低频电场的法向分量成正比。

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