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  • The original algorithm for computing poles (zeros) of time delay systems is introduced and explained in detail. The algorithm is based on the characteristic function mapping, which results in the approximate positions of the system poles. The accuracy of the poles in increased by employing the Newton numerical method. The algorithm is suitable for both retarded and neutral systems with lumped and distributed delays. The basic features, advantages and limitations of the algorithm are shown via several examples.
  • The original algorithm for computing poles (zeros) of time delay systems is introduced and explained in detail. The algorithm is based on the characteristic function mapping, which results in the approximate positions of the system poles. The accuracy of the poles in increased by employing the Newton numerical method. The algorithm is suitable for both retarded and neutral systems with lumped and distributed delays. The basic features, advantages and limitations of the algorithm are shown via several examples. (en)
Title
  • Investigating Infinite Spectrum of Time Delay System by Characteristic Function Mapping
  • Investigating Infinite Spectrum of Time Delay System by Characteristic Function Mapping (en)
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  • Investigating Infinite Spectrum of Time Delay System by Characteristic Function Mapping
  • Investigating Infinite Spectrum of Time Delay System by Characteristic Function Mapping (en)
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  • RIV/68407700:21230/02:02074316!RIV/2004/MSM/212304/N
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  • RIV/68407700:21230/02:02074316
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  • characteristic equation;system poles and zeros;time delay system (en)
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  • Vyhlídal, Tomáš
  • Zítek, Pavel
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  • 80-7149-452-1
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  • 21230
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