The paper presents a method for determining the global sensitivity indices of the vibrostability limit to the change of mass-damping-spring parameters in machine tool models. The non-stationary character of the models is handled by the analysis of variants. The global sensitivity indices are calculated on the basis of the frequency of variant appearance and the vibrostability limit that corresponds to each variant. To compute the global sensitivity indices fuzzy set theory is applied.
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2.
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3.
Marchelek, K., 1998b, “Shaping vibrostability of machine tool - cutting process system. Part I: Algorithm of machine tool-cutting process vibrostability shaping,”Archives of Machine Technology and Automation18(2).
4.
Marchelek, K. and Powałka, B., 1998, “Sensitivity of vibrostability limit to the change of structural parameters,”Progress in Machine Technology22(2), 73-87.
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Marchelek, K. and Tomków, J., 1998a, “Vibrostability of a multidimensional machine tool-workpiece-tool system, part I: modeling the mechanical structure and cutting process,”Journal of Vibration and Control4, 99-112.
6.
Marchelek, K. and Tomków, J., 1998b, “Vibrostability of a multidimensional machine tool-workpiece-tool system, part II: an example of vibrostability analysis made on a vertical lathe,”Journal of Vibration and Control4, 113-130.
7.
Pajor, M., 1997, “Prognosis of vibrostability of multidimensional machine tool-cutting process system in end cutting”, Ph.D. Thesis, Technical University of Szczecin (in Polish).
8.
Powałka, B., 1998, “A method of modification of machine tool mass-damping-spring parameters with respect to vibrostability”, Ph.D. Thesis, Technical University of Szczecin (in Polish).
9.
Zadeh, L.A., 1965, “Fuzzy sets,”Inf. And Control. 8, 338-353.