The theory of the spectral decomposition of a matrix with distinct eigenvalues is reviewed briefly and then applied to the closed-loop system matrix of a quarter-car active suspension with preview. RMS values of the state variables and the control force are derived for an integrated white noise type random road input with the assumption of an optimised control system. The explicit formulae obtained are easily computed numerically using MATLAB with accurate results at all speeds.
Spectral decomposition methods for the computation of RMS values in an active suspension
Vehicle System Dynamics ; 42 , 6 ; 395-411
2004
17 Seiten, 10 Quellen
Article (Journal)
English
Spectral decomposition methods for the computation of RMS values in an active suspension
Automotive engineering | 2004
|Spectral Decomposition Methods for the Computation of RMS Values in an Active Suspension
Taylor & Francis Verlag | 2004
|Spectral Decomposition Methods for the Computation of RMS Values in an Active Suspension
Online Contents | 2004
|