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Series A, Mathematical and Physical Sciences, , — Control and Cybernetics, 37 4 , — Communications on Pure and Applied Mathematics, 13 2 , — Journal of Hydraulic Research, 45 5 , — Journal of Process Control, 20 8 , — Springer, London. Maidi, A.


  1. Über dieses Buch.
  2. Dictionary of algebra, arithmetic, and trigonometry;
  3. Modeling and Analysis of Linear Hyperbolic Systems of Balance Laws!
  4. Table of contents.
  5. Inhaltsverzeichnis.
  6. Western Amazonia - Amazonia Occidental. Multidisciplinary Studies on Ancient Expansionistic Movements, Fortifications and Sedentary Life;
  7. Modeling and Analysis of Linear Hyperbolic Systems of Balance Laws | SpringerLink!

Journal of Process Control, 20 10 , — Control and Cybernetics, 41 1 , 35— Rabenstein, R. Mathematical and Computer Modelling of Dynamical Systems, 5 3 , — Control and Cybernetics, 8 4 , — Journal of Electromagnetic Waves and Applications, 19 3 , — Electromagnetics, 32 7 , — Systems and Control Letters, 52 , — Control and Cybernetics. Transfer function—based impulse response analysis for a class of hyperbolic systems of balance laws.

Local stability - Global stability

Bartecki, K. Based on practical examples of a double-pipe heat exchanger and a transportation pipeline, two typical configurations of boundary input signals are analyzed: collocated, wherein both signals affect the system at the same spatial point, and anti-collocated, in which the input signals are applied to the two different end points of the system.


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The results of this book emerge from the practical experience of the author gained during his studies conducted in the experimental installation of a heat exchange center as well as from his research experience in the field of mathematical and computer modeling of dynamic systems. The book presents valuable results concerning their state-space, transfer function and time-domain representations, which can be useful both for the open-loop analysis as well as for the closed-loop design. The book is primarily intended to help professionals as well as undergraduate and postgraduate students involved in modeling and automatic control of dynamic systems.

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