The full text of this article/chapter:
Analysis of Singular Systems using the Haar Wavelet Transform
by Dimitrios A. Karras, Panagiotis Sotiropoulos, Basil G. Mertzios
12th International Workshop on Systems, Signals and Image Processing (IWSSIP), Vol. 1, No. 1, 2005
Abstract: In this paper the application of Haar wavelets is investigated in the problem of determining the trajectory sensitivity function of singular systems. It is shown that the corresponding differential-algebraic system equation could be converted to an algebraic generalized Lyapunov equation that could be solved for the coefficients of the state variables in terms of the Haar wavelet basis, This paper extends the results of Lewis F.L. and Mertzios B.G. (1987), in the problem of trajectory sensitivity analysis of singular systems as well as the results of Chen C. F. and Hsiao C. H (1997) in the application of Haar wavelets in singular systems analysis. The solution of the generalized Lyapunov equation is based on the generalization of the Bartels/ Stewart algorithm as discussed in Lewis F.L. and Mertzios B.G. (1987).
is only available to individual subscribers or to users at subscribing institutions.
Pay per view: If you are not a Subscriber and you just want to read the full contents of this article, please click here to purchase online access to the full-text of this article. Please allow 3 days + mailing time. Current price for article is US$38.00
Members of the Editorial Board or subscribers of the 12th International Workshop on Systems, Signals and Image Processing (IWSSIP), that have been redirected here, please click here if you have IP-authentication access, or check if you have a registered username/password subscription with Inderscience. If that is the case, please Login: