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- W2186646002 abstract "data due to noise are suppressed. The measured and unmeasured equivalent currents are separated by using orthonormal basis functions, where the measured equivalent currents are directly connected with the elements of T-matrix. The object and the unmeasured equivalent current are reconstructed by decreasing a residual error of the equivalent current in the least square approximation without solving the direct problem and an additional regularization. 2. Formulation Let us consider a scattering problem of a cylindrical object located in a region RV of free space under E-wave time-harmonic excitations. The geometry is shown in Fig.1. The time factor exp(j!t) is suppressed hereafter. The object is described by the object function ´(r 00 ) = r(r 00 )i1, where r is the dielectric constant. We denote the scattered wave by us, the incident wave by uin, and the total wave by ut. These waves satisfy the integral equations:" @default.
- W2186646002 created "2016-06-24" @default.
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- W2186646002 date "2005-01-01" @default.
- W2186646002 modified "2023-09-27" @default.
- W2186646002 title "TWO DIMENSIONAL RECONSTRUCTION OF A DIELECTRIC CYLINDER BASED ON THE RECONSTRUCTION OF UNMEASURED EXTENDED T-MATRIX ELEMENTS" @default.
- W2186646002 hasPublicationYear "2005" @default.
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