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Reduced-Order Modeling of Multiscreen Frequency-Selective Surfaces Using Krylov-Based Rational Interpolation

机译：使用基于Krylov的有理插值对多屏频率选择表面进行降阶建模

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Daniel S. Weile; Eric Michielssen; Senior Member; Kyle Gallivan;
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年度 2008
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1. Reduced-order modeling of multiscreen frequency-selective surfacesusing Krylov-based rational interpolation [J] . Weile D.S., Michielssen E., Gallivan K. IEEE Transactions on Antennas and Propagation . 2001 ,第5期

机译：使用基于Krylov的有理插值对多屏频率选择表面进行降阶建模
2. A Surface Modeling Method by Using Piecewise Rational Spline Interpolation [J] . Sun Qinghua, Bao Fangxun, Duan Qi Journal of mathematical imaging and vision . 2015 ,第1期

机译：分段有理样条插值的曲面建模方法
3. A Surface Modeling Method by Using C^2 Piecewise Rational Spline Interpolation [J] . Qinghua Sun, Fangxun Bao, Qi Duan Journal of Mathematical Imaging and Vision . 2015 ,第1期

机译：C ^ 2分段有理样条插值的曲面建模方法
4. Rational Krylov reduced order modeling of multiscreen frequency selective surfaces [C] . Weile, D.S., Michielssen, . 1998

机译：Rational Krylov降阶多屏频率选择表面的建模
5. Fluid injection and migration in the subsurface: Reduced-order models and multiscale modeling approaches. [D] . Guo, Bo. 2016

机译：地下流体的注入和运移：降阶模型和多尺度建模方法。
6. Correction for Nauroze et al. Continuous-range tunable multilayer frequency-selective surfaces using origami and inkjet printing [O] . 2019

机译：对Nauroze等人的校正使用折纸和喷墨打印的连续范围可调的多层频率选择表面
7. Interpolation among reduced-order matrices to obtain parameterized models for design, optimization and probabilistic analysis [O] . Joris Degroote, Jan Vierendeels, Karen Willcox 2009

机译：减少矩阵之间的插值，获得用于设计，优化和概率分析的参数化模型
8. The algorithms for rational spline interpolation of surfaces [R] . Schiess, J. R. 1986

机译：表面有理样条插值的算法

Reduced-Order Modeling of Multiscreen Frequency-Selective Surfaces Using Krylov-Based Rational Interpolation

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