MATHEMATICAL MODELING OF NONLINEAR DYNAMIC EFFECTS IN DRY-FRICTION SLOW MOTION
Saint Petersburg National Research University of Information Technologies, Mechanics and Optics; Associate professor
Ткачев А. Л.
Университет ИТМО; аспирант
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Abstract. A mathematical model for tribologic interaction is proposed. Variants of dry-friction interaction of objects are analyzed. Results of numerical calculations are presented in a graphic form.
Keywords:
dry-friction effect, mathematical modeling, calculations, graphics.
