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Computational Aspects of the Bilinear Transformation Based Algorithm for S-Plane to Z-Plane Mapping

机译：基于双线性变换的s面到Z面映射算法的计算方法

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摘要

In a recent paper, an algorithm is described for performing the transformation of a continuous transfer function to an appropriate discrete equivalent by means of the bilinear transformation. In this correspondence, we analyze the computational aspects of the algorithm. Keywords: Reprints. (kr)

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作者
Krishna, H.;
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年度 1988
页码 p.1-4
总页数 4
原文格式 PDF
正文语种 eng
中图分类工业技术;
关键词
Transfer functions; Algorithms; Reprints; Mapping(Transformations);

机译：传递函数;算法;重印;映射（转换）;
入库时间 2022-08-29 11:24:32

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专利

1. Computational aspects of the bilinear transformation based algorithm for S-plane to Z-plane mapping [J] . Krishna H. IEEE Transactions on Automatic Control . 1988,第11期

机译：S平面到Z平面映射的基于双线性变换的算法的计算方面
2. Comments on 'S-plane to Z-plane mapping using a simultaneous equation algorithm based on the bilinear transformation' by F.D. Groutage, et al [J] . Bose N.K. IEEE Transactions on Automatic Control . 1988,第11期

机译：F.D.对“使用基于双线性变换的联立方程算法的S平面到Z平面映射”的评论。灌浆等
3. Bilinear pairing computation using the extended double-base chains algorithm [J] . M. Taheri, M. Foozooni, A. Gilani International journal of mathematical analysis . 2010,第17a20期

机译：使用扩展的双基链算法进行双线性配对计算
4. Interactive Fractal Set Generating Algorithm Based on Bilinear Transformation [C] . Hai-Long Hu, Shu-Qun Liu CSIE 2011;World congress on computer science and information engineering . 2012

机译：基于双线性变换的交互式分形集生成算法
5. Algorithms for association mapping and sequence reconstruction problems in computational biology. [D] . Ding, Zhihong. 2008

机译：计算生物学中关联映射和序列重建问题的算法。
6. A parallel algorithm for motion estimation in video coding using the bilinear transformation [O] . Charalampos Konstantopoulos -1

机译：基于双线性变换的视频编码运动估计并行算法
7. On varieties of optimal algorithms for the computation of bilinear mappings I. the isotropy group of a bilinear mapping [O] . de Groote Hans F 1978

机译：关于双线性映射计算的最佳算法的种类I.双线性映射的各向同性群
8. An Examination of Simple Coordinate Transformations in the Z-Plane and W-Plane for Root Locus Analysis of Sampled-Data Systems [R] . Kozoil, J. S. 1970

机译：用于采样数据系统根轨迹分析的Z平面和W平面简单坐标变换的检验

Computational Aspects of the Bilinear Transformation Based Algorithm for S-Plane to Z-Plane Mapping

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