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Analysis of oscillations of single-mass systems with two degrees of freedom
Scerbina, Vadim ; Marcián, Petr (referee) ; Lošák, Petr (advisor)
The focus of this bachelor's thesis is the division, modelling, simulation, and subsequent analysis of single-mass systems with two degrees of freedom, which can replace various mechanical systems under certain assumptions. Part of the system division involves deriving general cases that involve situations where the interdependence between mutually perpendicular coupling elements is considered. The Simulink environment, based on the MATLAB platform, was used for computational simulation. The simulation results were processed using MATLAB. To enhance user experience, applications were developed in the MATLAB GUI environment for each case of the examined systems. The results of the analysis indicate that the mutual interaction of coupling elements has a significant impact on the simulation, with the position of the main system resonances being most affected. The developed method for solving systems of differential equations using Simulink and MATLAB could be applied to systems with a larger number of differential equations.
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