DocumentCode :
293752
Title :
A new method for modeling complex system by conversion of the Laplace to the Z-transform
Author :
Penn, Eugenia Rasskazova ; Schelovanov, Leo
Author_Institution :
Russian Ind. Training Movement Inc., Milford, CT, USA
Volume :
2
fYear :
1994
fDate :
14-18 Nov 1994
Firstpage :
850
Abstract :
This paper introduces a method to simplify the modeling of complex systems. A matrix is developed to simplify the evaluation of coefficients of the recurrent procedure to model complex analog systems. The authors demonstrate that diverse devices are accurately modeled, and develop a validation process for recurrent models for linear and non-linear networks. The technique requires much less computation than traditional methods utilizing differential equations. The technique also allows the determination of the probability characteristics of random signals generated by analog systems of any complexity
Keywords :
Laplace transforms; Z transforms; large-scale systems; linear network analysis; nonlinear network analysis; probability; signal processing; Z-transformation; coefficients; complex analog systems; complex systems modelling; linear networks; matrix; nonlinear networks; probability characteristics; random signals; recurrent models; recurrent procedure; Circuits; Differential equations; Fourier transforms; Industrial training; Laplace equations; Linear systems; Low earth orbit satellites; Multidimensional systems; Road transportation; Signal processing;
fLanguage :
English
Publisher :
ieee
Conference_Titel :
Singapore ICCS '94. Conference Proceedings.
Print_ISBN :
0-7803-2046-8
Type :
conf
DOI :
10.1109/ICCS.1994.474130
Filename :
474130
Link To Document :
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