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	Numerical solutions of examples from kinematics and dynamics Zemánek, Tomáš ; Malenovský, Eduard (referee) ; Pellant, Karel (advisor) The application of special mathematics softwares for numerical solution of examples from mechanics is performed. The submitted examples are from kinematics and dynamics, the relationship with other subjects taught at FME is evident. Detailed record
	Modelling of dynamics systems with multi degrees of freedom Světnický, Tomáš ; Lošák, Petr (referee) ; Dušek, Daniel (advisor) The goal of this thesis is to create a mathematical model of multi-degree-of-freedom vibrating system based on motion equations. The introduction describes the theoretical distribution of dynamic vibrating systems and their main characteristics. The next part deals with the analysis of assigned system and the motion equations are constructed by using Lagrange equations of the second kind. The process of system solving is provided together with equations which were used for obtaining the natural frequencies, eigenmodes and amplitudes of objects in time. The actual solution is carried out in MAPLE software; graphs of amplitude characteristics, phase characteristics and objects amplitude in time are constructed. Influence of parameters entering the calculation is discussed. At the end is verified the accuracy of the analytical solution by the finite element method in ANSYS software. Detailed record
	Maple application for performing numerical calculations of examples from Dřímal, Josef ; Malenovský, Eduard (referee) ; Malenovský, Eduard (referee) ; Pellant, Karel (advisor) The main purpose of this work is to provide the possibilities of the application of the mathematical software Maple for the solution of practical exercises from solid state mechanics. The examples from kinematics and dynamics are presented, but the relationship to the other subject fields at FME (with the inclusion of informatics) is evident. Detailed record
	Maple application for performing numerical calculations of examples from Dřímal, Josef ; Malenovský, Eduard (referee) ; Malenovský, Eduard (referee) ; Pellant, Karel (advisor) The main purpose of this work is to provide the possibilities of the application of the mathematical software Maple for the solution of practical exercises from solid state mechanics. The examples from kinematics and dynamics are presented, but the relationship to the other subject fields at FME (with the inclusion of informatics) is evident. Detailed record
	Modelling of dynamics systems with multi degrees of freedom Světnický, Tomáš ; Lošák, Petr (referee) ; Dušek, Daniel (advisor) The goal of this thesis is to create a mathematical model of multi-degree-of-freedom vibrating system based on motion equations. The introduction describes the theoretical distribution of dynamic vibrating systems and their main characteristics. The next part deals with the analysis of assigned system and the motion equations are constructed by using Lagrange equations of the second kind. The process of system solving is provided together with equations which were used for obtaining the natural frequencies, eigenmodes and amplitudes of objects in time. The actual solution is carried out in MAPLE software; graphs of amplitude characteristics, phase characteristics and objects amplitude in time are constructed. Influence of parameters entering the calculation is discussed. At the end is verified the accuracy of the analytical solution by the finite element method in ANSYS software. Detailed record
	Numerical solutions of examples from kinematics and dynamics Zemánek, Tomáš ; Malenovský, Eduard (referee) ; Pellant, Karel (advisor) The application of special mathematics softwares for numerical solution of examples from mechanics is performed. The submitted examples are from kinematics and dynamics, the relationship with other subjects taught at FME is evident. Detailed record

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