Computer Aided Design of Mechatronical Systems by Means the Graphs and Structural Numbers Method

• Autorzy: Buchacz A.
• Konferencja: International Conference on Modelling in Mechatronics (9 ; 02-04.09.2004 ; Kazimierz Dolny, Poland)
• Języki publikacji: EN

Abstrakty

EN

In this paper three methods were applied in order to synthesize the dynamical characteristics of the longitudinally or torsionally vibrating mechatronical system with cascade and branched structure. Obtained recurrent forms for the dynamical characteristics determinate a base to theirs programming in order to obtain the dynamical flexibilities for n-bars longitudinally or torsionally vibrating mechatronical systems.

Słowa kluczowe

EN

dynamical characteristics; synthesis; continuous system

• Wydawca: Oficyna Wydawnicza Politechniki Warszawskiej
• Czasopismo: Machine Dynamics Problems
• Rocznik: 2004
• Tom: Vol. 28, No. 3
• Strony: 57--62
• Opis fizyczny: Bibliogr. 12 poz.

Twórcy

autor

Buchacz A.

• Silesian University of Technology, Department of Engineering Processes Automation and Integrated Manufacturing Systems ,

Bibliografia

• [1] Bellert, S., Woźniacki, H., 1968, Analysis and synthesis of electrical systems by means of the method of structural numbers, Warszawa, PWN (in Polish).
• [2] Berge, C., 1973, Graphs and hypergraphs, Publishing Amsterdam, North Holland/New York, American, Elsevier.
• [3] Buchacz, A., 1991, The Synthesis of Vibrating Bar-Systems Represented by Graph and Structural Numbers, Gliwice, ZN Politechniki Śląskiej, MECHANIKA, z. 104 (in Polish).
• [4] Buchacz, A., 1995, Modelling, Synthesis and Analysis of Bar Systems Characterized by a Cascade Structure Represented by Graphs. Mech. Mach. Theory, 30(7), 969-986.
• [5] Buchacz, A. Ed., 1997, Computer Aided Synthesis and Analysis of Machinę Subsystems Modeled by Graphs and Structural Numbers, Gliwice, ZN Politechniki Śląskiej, MECHANIKA, z. 127 (in Polish).
• [6] Buchacz, A., 1999, Computer Aided Reverse Task of Vibrating Bar-Systems of Method of Distribution of the Dynamical Characteristic into Partial Fraction, Proceedings of 10th World Congress on the Theory of Machines and Mechanisms, 19-23.06.1999, Oulu, Finland, v.4, 1483-1488.
• [7] Buchacz, A., 1999, Computer Aided Synthesis and Analysis of Bar Systems Characterized by a Branched Structure Represented by Graphs, Journal Technical of Physics, 40(3), pp. 315-328.
• [8] Buchacz, A., Wojnarowski, J., 1995, Modelling Vibrating Links Systems of Nonlinear Changeable Section of Robots by the Use of Hypergraphs and Structural Numbers, Journal of the Franklin Institute, Pergamon, 332B, No 4, 443-476.
• [9] Heinlein, W.E., Holmes, W.H., 1974, Active Filters for Integrated Circuits. Fundamentals and Design Methods. R. Oldenbourg, Miinchen/Verlag, Prentice-Hall International Inc., London/Springer, New York, Wien.
• [10] Temes, G.C., Mitra, S.K., Eds, 1973, Modern Filter-Theory and Design, John Wiley and Sons, Inc., New York.
• [11] Wojnarowski, J., 1981, Application of Graphs in Analysis of Vibration Mechanical Systems, Warszawa-Wrocław, PWN (in Polish).
• [12] Wojnarowski, J., Buchacz, A., 1989, Use of Hypergraphs and Complete Structural Numbers in the Analysis of Vibrating Beam Systems with Non-linearly Changing Cross Sections, YIBRATION ENGINEERING, Hemisphere Publishing Corp., 3(4), 593-598.