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Andjelija Z. Ilic

Researcher at University of Belgrade

Publications -  25
Citations -  155

Andjelija Z. Ilic is an academic researcher from University of Belgrade. The author has contributed to research in topics: Finite element method & Magnet. The author has an hindex of 5, co-authored 22 publications receiving 139 citations.

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Higher Order Hybrid FEM-MoM Technique for Analysis of Antennas and Scatterers

TL;DR: Examples demonstrate excellent accuracy, convergence, efficiency, and versatility of the new FEM-MoM technique, and very effective large-domain meshes that consist of a very small number of large flat and curved FEM and MoM elements, with p-refined field and current distributions of high approximation orders.
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Continuously Inhomogeneous Higher Order Finite Elements for 3-D Electromagnetic Analysis

TL;DR: In this paper, a higher-order finite element technique for accurate and efficient full-wave 3D analysis of electromagnetic structures with continuously inhomogeneous material regions, using large generalized curved hierarchical curl-conforming hexahedral vector finite elements that allow continuous change of medium parameters throughout their volumes.
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Design and Optimization of Electromagnets for Biomedical Experiments With Static Magnetic and ELF Electromagnetic Fields

TL;DR: The optimal modified solenoids scalable to desired sizes of the experimental volume and values of maximal magnetic induction intensities are offered and the suggested solenoid modification method can decrease field variation as much as 10.6 times.
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Method for Fine Magnet Shaping in Cyclotrons

TL;DR: In this paper, the authors proposed a method based on the gyration frequency adjustment, which is applicable to the angular width as well as the thickness of the magnet elements used in fine shaping.
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Comparative Analysis of Methods for Isochronous Magnetic-Field Calculation

TL;DR: In this article, the authors proposed a highly accurate method for the isochronous magnetic field calculation based on the gyration frequency adjustment for sector focused cyclotrons, which is based on Gordon's procedure.