Optimal location of multi-antenna systems using a conjugate gradient method

机译：共轭梯度法在多天线系统中的最优定位

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This paper describes the development of an antenna synthesis procedure for 2-D array configurations using an inverse scattering algorithm based on a conjugate gradient method.

机译：本文介绍了一种基于共轭梯度法的逆散射算法，用于二维阵列配置的天线合成程序的开发。

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《2011 Computational Electromagnetics International Workshop》|2011年|p.53-56|共4页
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Zoppi Massimo; Dedeban Claude; Pichot Christian; Selleri Stefano; Pelosi Giuseppe;
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中图分类电磁场理论的应用;
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1. Optimal Location of Multi-Antenna Systems - Influence of Noise-Corrupted Data [J] . M. Zoppi, C. Dedeban, Ch. Pichot, Applied Computational Electromagnetics Society journal . 2012,第2期

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2. An Iterative Method Using an Optimal Descent Vector, for Solving an Ill-Conditioned System Bx = b, Better and Faster than the Conjugate Gradient Method [J] . Chein-Shan Liu, Satya N. Atluri Computer Modeling in Engineering & Sciences . 2011,第3a4期

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3. Optimal Allocation of Thermal-Electric Decoupling Systems Based on the National Economy by an Improved Conjugate Gradient Method [J] . Shuang Rong, Weixing Li, Zhimin Li, Energies . 2016,第1期

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5. Tomographic systems for the Helmholtz equation with extended Born field models using conjugate gradient inversion methods. [D] . Olsen, Scott Charles. 1997

机译：使用共轭梯度反演方法的具有扩展Born场模型的Helmholtz方程的层析成像系统。
6. Gradient Methods on Strongly Convex Feasible Sets and Optimal Control of Affine Systems [O] . V. M. Veliov, P. T. Vuong -1

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8. Optimization of Water Resources Systems by the Gradient Projection and the Conjugate Gradient Methods [R] . Lee, E. S., Wazirrudin, S. 1970

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Optimal location of multi-antenna systems using a conjugate gradient method

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