Uniquely connecting frequency domain representations of given order polynomial Wiener-Hammerstein systems

@article{Rijlaarsdam2012UniquelyCF,
  title={Uniquely connecting frequency domain representations of given order polynomial Wiener-Hammerstein systems},
  author={D. Rijlaarsdam and T. Oomen and P. Nuij and J. Schoukens and M. Steinbuch},
  journal={Autom.},
  year={2012},
  volume={48},
  pages={2381-2384}
}
The notion of frequency response functions has been generalized to nonlinear systems in several ways. However, a relation between different approaches has not yet been established. In this paper, frequency domain representations for nonlinear systems are uniquely connected for a class of nonlinear systems. Specifically, by means of novel analytical results, the generalized frequency response function (GFRF) and the higher order sinusoidal input describing function (HOSIDF) for polynomial Wiener… Expand
9 Citations
Design of Nonlinear Systems in the Frequency Domain: An Output Frequency Response Function-Based Approach
  • Yunpeng Zhu, Z. Lang
  • Engineering, Computer Science
  • IEEE Transactions on Control Systems Technology
  • 2018
  • 16
  • PDF
Frequency domain based performance optimization of systems with static nonlinearities
  • 3
  • PDF
Controlling aliased dynamics in motion systems? An identification for sampled-data control approach
  • T. Oomen
  • Engineering, Computer Science
  • Int. J. Control
  • 2014
  • 7
  • PDF

References

SHOWING 1-10 OF 12 REFERENCES
Spectral analysis of block structured nonlinear systems and higher order sinusoidal input describing functions
  • 29
Output frequency response function of nonlinear Volterra systems
  • 128
  • PDF
Identification of Nonlinear Systems in Frequency Domain
  • 19
Frequency Response Functions for Nonlinear Convergent Systems
  • 80
  • PDF
Spectral analysis for non-linear systems, Part I: Parametric non-linear spectral analysis
  • 190
The Volterra and Wiener Theories of Nonlinear Systems
  • 1,846
Frequency domain based nonlinear feed forward control design for friction compensation
  • 44
Continuous nonlinear systems
  • 228
...
1
2
...