期刊文献+

规范化分段线性化算法的改进及其在IBM—PC机上的实现 被引量:4

A Modification of Canonical Piecewise-Linear Algorithm and Implementation of Modified Algorithm in the IBM-PC
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摘要 本文指出文献[5]所提出的非线性电阻网络规范化分段线性化算法的欠缺,並对解的条件和解曲线与算法间的关系方面做了较大的改进,使算法达到实用阶段。作者在 IBM-PC 机上实现了改进后的算法。 This paper points out some error of nonlinear resistive network canonical pieeewise-linear algorithm presented in reference.The modified condi- tions of solution and the relations between solution curve and algorithm are also provided in this paper.A program has been written to implement this modified algorithm in the IBM-PC.
作者 温郑铨
出处 《华东冶金学院学报》 1989年第1期69-79,共11页
关键词 分段线性化法 非线性网络 IBM-PC Canonical katzonelson algorithm Solution curve
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同被引文献12

  • 1温郑铨.规范化分段线性化动态网络的高效算法[J].电子学报,1990,18(6):85-91. 被引量:4
  • 2[1]HAJJ I N,SKELBOE S.Time-Domain Analysis of Nonlinear Systems with Finite Number of Continuous Derivatives[J].IEEE Trans.on CAS,1979,26:297- 303.
  • 3[2]HAJJ I N.SKELBOE S.Steady-State Analysis of Picec-Wise-Linear Dy namic Systems[J].IEEE Trans.On CAS,1981,28:234-242.
  • 4[3]KAYE R J,VINCENTELLI A S.Solution of Piece-Wise-Linear Ord inary Differen tial Equations Using Waveform Relaxation and Laplace Transforms [J].IEEE Trans,On CAS 1983,30:353-357.
  • 5[4]PARKER T S,CHUA L O.Efficient Solution of the Variational Equation for Piece-Wise-Linear Differential Equations [J].Circuit Theory and Appli cations, 1986,14:305-314.
  • 6[5]CHUA L O,KANG S M.Section-Wise Piece-Wise-Linear Functions: Cano nical Representation,Properties,and Applications [A].Proceeding of IEEE [C ].New York:New York Print,1977,65:915-925
  • 7[6]KANG S M,CHUA L O.A Global Representation of Multidimensional Piece-Wise -Linear Functions with Linear Partition [J].IEEE Trans.On CAS,1978,25:938-940.
  • 8[7]CHUA L O,DENG A C.Canonical Piece-Wise-Linear Representation [J ].IEEE Trans.On CAS,1988,35:101-111.
  • 9[8]CHUA L O,YING R L P.Canonical Piece-Wise-Linear Analysis [J]. IEEE Trans.On CAS,1983,30:125-139.
  • 10[10]AMINIAN M,AMINIAN F.Neural-Network Based on Analog-Circuit Fault Diagnosis Using Wavelet Transform as Preprocessor [J].IEEE Trans.On CAS ,2000,47:151-156.

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