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Application of game graphs in optimization of dynamic system structures

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Języki publikacji
EN
Abstrakty
EN
The paper concerns the application of dependence graphs and game trees for analysis and synthesis of dynamic properties of machine systems. Various graph solutions mean connections of input and output quantities as well as design parameters. The method of the dependence graph distribution on the game tree structure was described. Introduction of an additional initial vertex renders it possible to obtain a structure with the closed loop of feedback. Thus, a dependence between the input signal and the true value of the output signal was defined. The obtained graph solutions were assessed in order to determine an acceptable solution and selection of a proper optimization procedure for the machine system.
Rocznik
Strony
647--656
Opis fizyczny
Bibliogr. 16 poz., rys.
Twórcy
autor
Bibliografia
  • Buchacz A. (1993): Aided Synthesis of Bar Systems Characterized by a Cascade Structure Represented by Graphs. – 1st Inter. Confer. on Graphs and Mechanics, Ustroń 1993 (vol.1), Silesian University of Technology, Gliwice 1993.
  • Buchacz A. (2008): Design of the bar systems taking into account the given frequency spectrum. – Industrial Transit No.2(32)- supl./2008.
  • Cellier F.E. (2009): Object-oriented Modeling of Mechatronics Systems in Modelica Using Wrapped Bond Graphs. –Proc. IEEE Intl. Conference on Mechatronics, Malaga, Spain 2009.
  • Cholewa W. and Kaźmierczak J. (1995): Technical diagnosis of machines. Signal feature processing. – Handbook No 1904, Silesian University of Technology, Gliwice.
  • Deptuła A. and Partyka M.A. (2010a): Investigations on dynamic properties of machine systems including multiple vertex numeration for game tree- structures. – Drive and Control No.3/2010.
  • Deptuła A. and Partyka M.A. (2010b): Application of relation graphs and game trees in the innovation process, machine systems as an example – 13th Conference of Computer-Integrated Management, Zakopane 2010, Polish Society of Production Management.
  • Kazimierczak J. (1978): Cybernetic system. – Warszawa: Publishing House - Omega.
  • Kazimierczak J. (1973): Game theory in cybernetics. – Warszawa: Publishing House - Omega.
  • Lipski J. (1981): Hydraulic drive and control. –WK i Ł, Warszawa 1981.
  • Orlikowski C. (1993): Symbolic Analysis of Bond Graphs by Application of Coate’s Rule. – 1st Inter. Confer. on Graphs and Mechanics, Ustroń 1993 (vol. 1), Silesian University of Technology, Gliwice.
  • Palczak E. (1993): Simulation of hydraulic systems with the Coates graphs. – Hydraulic Drive and Control, No.3/93.
  • Partyka M.A. (1999): Logic of designing systems – CAD of machine systems as an example. – St. i Monogr. No.105, Opole University of Technology, Opole 1999.
  • Partyka M.A. (1983): Some remarks on the Quine – Mc Cluskey minimization algorithm of multiple- valued partial functions for design structures. – 7th Inter. Cong. Log. Method. Phil. Sc., Salzburg1983, Austria.
  • Partyka M.A. (1984): The Quine- Mc Cluskey minimization algorithm of individual multiple- valued partial functions for digital control systems. – 3rd Inter. Confer. Syst. Engin., Wright State University, Dayton 1984, USA.
  • Wojnarowski J., Buchacz A., Nowak A. and Świder J. (1986): Simulation of mechanical system vibration with the methods of graphs and structural numbers – Handbook No.1266, Silesian University of Technology, Gliwice.
  • Wojnarowski J. (1977): Graphs and structural numbers as models of mechanical systems – Institute of Machine Design, Silesian University of Technology, Gliwice.
Typ dokumentu
Bibliografia
Identyfikator YADDA
bwmeta1.element.baztech-article-BPZ5-0004-0042
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