Nov 26, 2010 · On the basis of a mode-vector representation, we show that its time-varying amplitudes and frequencies can be obtained by diagonalizing the ...
On the basis of a mode-vector representation, we show that its time-varying amplitudes and frequencies can be obtained by diagonalizing the system matrix.
On the basis of a mode-vector representation, we show that its time-varying amplitudes and frequencies can be obtained by diagonalizing the system matrix.
Abstract: On the basis of a mode-vector representation, we show that its time-varying amplitudes and frequencies can be obtained by diagonalizing the system ...
van Kloet, P., & Neerhoff, FL. (2000). Diagonalization algorithms for linear time-varying dynamic systems. International Journal of Systems Science, 31(8), 1053 ...
Abstract— In this paper new techniques are developed for the analysis of linear time-varying (LTV) systems. These lead to a formally simple treatment of ...
Missing: Diagonalization algorithms dynamic
Supplementary Data. Diagonalization algorithms for linear time-varying dynamic systems. Authors: Van Der Kloet, P.; Neerhoff, F. L..
In this paper, we introduce a particular family of such systems, which we refer to as the class of linearly time varying (LTV) systems.
For such systems, a more accurate description can be provided by considering linear time-varying models which capture the time dependent characteristics of the ...
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However, this is com- putationally expensive and involves bisection algorithms and solving time-varying Riccati-equations, see for instance [Tadmor, 1990], ...