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Computer support realization of symbolic models in MATLAB
Valová, Alena ; Věchet, Stanislav (referee) ; Březina, Tomáš (advisor)
The aim of the bachelor's thesis is description of the functions tf (transfer function), ss (state space) and ss2ss (similarity transformation) that occurs in the programming language Matlab in the Control System Toolbox, and their subsequent implementation in the environment of programming language Matlab using the Symbolic Math Toolbox. This thesis is focused to implementation of algorithms that can solve these functions symbolically. By connection and reunification programs, functions can be converted from one form to another. The library is useful for teaching automation.
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Map documentation of the historical development of the village Němšová
Zajacová, Terézia ; Andělová, Pavla (referee) ; Ruda, Aleš (advisor)
The content of bachelor thesis is the analysis of avalaible sources of Nemsova. Bachelor thesis describes map data and their content, which is suitable for evaluation of historical development of the city. The available maps shows the city´s territory from the period of military mapping to the present day and captures a range of approximately 250 years. They describe cartographic methods of expression and methods of representation of topographic map content. Based on these documents, the city was subsequently recostructed. The result is the case study, which assesses the development of settlemet in Nemsova. The final study is supported by available maps bases and demographis tables.
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Horizontal and vertical positioning of survey net in laboratory B150
Hubáček, Josef ; Soukup, František (referee) ; Machotka, Radovan (advisor)
This bachelor thesis deals with the determination of the horizontal coordinates and heights of the survey control points in the B150 and B151 laboratories at the Faculty of Civil Engineering of the Brno University of Technology. Position coordinates are determined in the local coordinate system. The heights are connected to the Czech State Leveling Network and will be reported in the Baltic Vertical Datum - After Adjustment. The thesis is divided into chapters according to the individual stages of processing. The output of this bachelor thesis are a list of calculated coordinates and heights of the determined points and their overview.
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Map documentation of the historical development of the village Němšová
Zajacová, Terézia ; Andělová, Pavla (referee) ; Ruda, Aleš (advisor)
The content of bachelor thesis is the analysis of avalaible sources of Nemsova. Bachelor thesis describes map data and their content, which is suitable for evaluation of historical development of the city. The available maps shows the city´s territory from the period of military mapping to the present day and captures a range of approximately 250 years. They describe cartographic methods of expression and methods of representation of topographic map content. Based on these documents, the city was subsequently recostructed. The result is the case study, which assesses the development of settlemet in Nemsova. The final study is supported by available maps bases and demographis tables.
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Horizontal and vertical positioning of survey net in laboratory B150
Hubáček, Josef ; Soukup, František (referee) ; Machotka, Radovan (advisor)
This bachelor thesis deals with the determination of the horizontal coordinates and heights of the survey control points in the B150 and B151 laboratories at the Faculty of Civil Engineering of the Brno University of Technology. Position coordinates are determined in the local coordinate system. The heights are connected to the Czech State Leveling Network and will be reported in the Baltic Vertical Datum - After Adjustment. The thesis is divided into chapters according to the individual stages of processing. The output of this bachelor thesis are a list of calculated coordinates and heights of the determined points and their overview.
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|
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Computer support realization of symbolic models in MATLAB
Valová, Alena ; Věchet, Stanislav (referee) ; Březina, Tomáš (advisor)
The aim of the bachelor's thesis is description of the functions tf (transfer function), ss (state space) and ss2ss (similarity transformation) that occurs in the programming language Matlab in the Control System Toolbox, and their subsequent implementation in the environment of programming language Matlab using the Symbolic Math Toolbox. This thesis is focused to implementation of algorithms that can solve these functions symbolically. By connection and reunification programs, functions can be converted from one form to another. The library is useful for teaching automation.
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