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EN
The paper concerns application of dependence graphs and parametric game trees for analysis and synthesis of dynamic properties of machine systems. Different graph solutions mean connections of input and output quantities as well as constructional parameters. The method of dependence graph distribution into the game tree structure was described. Multiple vertex numeration was introduced in order to determine subordination of elements in the system, and the additional time vertex allowed to obtain the structure with the closed loop of the feedback. The obtained graph solutions were evaluated taking into account decision decomposition into single constructional and/or service parameters.
2
Content available remote Application of game graphs in optimization of dynamic system structures
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.
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