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Volume 12 Issue 1
Jan.  1990
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Qu Ming. EFFICIENT SIMULATION AND OPTIMIZATION OF LINEAR ACTIVE NETWORKS[J]. Journal of Electronics & Information Technology, 1990, 12(1): 69-73.
Citation: Qu Ming. EFFICIENT SIMULATION AND OPTIMIZATION OF LINEAR ACTIVE NETWORKS[J]. Journal of Electronics & Information Technology, 1990, 12(1): 69-73.

EFFICIENT SIMULATION AND OPTIMIZATION OF LINEAR ACTIVE NETWORKS

  • Received Date: 1988-01-12
  • Rev Recd Date: 1988-10-01
  • Publish Date: 1990-01-19
  • An efficient method for the optimization of linear network is presented. The computation cost in circuit optimization mainly depends on the simulation of network. In general, the simulation of a linear network needs to solve high dimension linear equations. An important characteristic in circuit optimization is that the number of independently tunable parameters is small. In term of the property of linear networks, the circuit is described by a multiport network in present method, and the hybrid matrix is established. The dimension of the equations to be soloved is the same as the number of optimization parameters in objective function evalutions, so this method is very efficient.
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  • G. C. Temes, D. A. Calahan, Proc. IEEE, 55(1967), 1832-1863.[2]R. K. Brayton, et al., Proc. IEEE, 69(1981), 1334-1362.[3]J. W. Bandler, et al., Math. Prog. Study, 11(1979), 1-64.[4]K .J. Antreich, et al., Proc. ISCAS, Chicago, 1983, 538-541.[5]J. E. Dennis, J., Proc. IEEE, 72(1984), 1765-1776.[6]Y. Harry, F. Lam, Analog and Digital Filters: Design and Realization, Prentice-Hall Inc., 1979.[7]L. O. Chua, P. M. Lin, Computer-Aided Analysis of Electronic Circuits: Algorithms and Techniques, Prentice-Hall Inc., 1975.[8]C. Charalambous, J. W. Bandler, Int. J.System Sci, 7(1976), 377-391.[9]C. Charalambous, 应用数学与计算机数学,1982年,第3期,第13-28页.[10]曲明,王豪行,第一届全国计算机应用联合学术会议论文集,北京,1988.1.
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