Anton Menshov

Algorithms, Programming Languages, Parallel Computing

MSc
12.00
Active project
Updates quarterly
We recently proposed a new single-source integral equation (SSIE) of computational electromagnetics. Unlike the previously known SSIEs which are derived from traditional surface integral equations (IE) through elimination of either electric or magnetic equivalent current, the new SSIE is obtained from the volume IE stated for homogeneous objects. Thus far, the novel electric field SSIE has been demonstrated to be applicable to the problems of magneto-quasi-statics with both homogeneous and layered medium background. It has been also successfully applied to both the scalar and vector problems of full-wave scattering on homogeneous penetrable 2D scatterers. We are currently working on generalization of the new SSIE to the case of general 3D scattering problems and their higher-order method of moments solution.
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Fast direct integral equation methods. Inverse problems. High performance computing. 100% open and interested in collaboration.
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