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While a generalized reduced model of PSO is proposed in order to analyze the dynamics of PSO, the stability analysis is carried out on the basis of both the eigenvalue analysis and Bounded Input Bounded Output (BIBO) theory in control engineering.
Both the eigenvalue analysis and the nonlinear simulation validate the stability of the system with the optimized LPSSs and HVDC-WASC.
The method of Blaisdell and Sweeley relied on both the eigenvalue analysis and linear least squares, although the original description lacked the full mathematical detail [ 50].
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To verify the eigenvalue analysis, the simulation platform for Case 1 and Case 2 are both established in PSCAD/EMTDC.
The eigenvalue analysis produced unconservative collapse loads.
According to the eigenvalue analysis the major vibration modes were mostly preserved after the matrix condensation.
The SSCI is analyzed using the eigenvalue analysis of the uncertain system model.
Thus, in the specified move limits, the eigenvalue analysis of the structure is not required.
It is shown that the eigenvalue analysis provides quantitatively accurate predictions for the onset of instabilities.
The control algorithm was verified with computer simulations based on the eigenvalue analysis for stable locomotion.
This method is successfully applied to the eigenvalue analysis of the linearized intrinsic governing equations of a nonlinear beam.
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