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AC Electronic Circuits Simulator
Janko, Roman ; Kopřiva, Jan (referee) ; Kunovský, Jiří (advisor)
The thesis summarizes the selected numerical solutions of linear differential equations and some standard methods for investigating the frequency and phase characteristics of electronic circuits. The part of thesis is also a small collection of sample examples to investigate the frequency and phase characteristics of R, L, C electronic circuits. There are designed and implemented user interface for electronic circuit schematic entry and graphical display of frequency and phase characteristics of the analysis of electronic circuits. In conclusion, this thesis is briefly reviewed time-consuming calculation of selected frequency and phase characteristics of electronic circuits.
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Semi-Analytical Computations
Herzallah, Ahmad Sudqi Hussein ; Kopřiva, Jan (referee) ; Kunovský, Jiří (advisor)
This thesis discusses the analytical errors emerging from semi-analytical calculations. It also discusses about the modern method of Taylor's series for numerical calculations of ordinary differential equations and chosen methods of charachterized functions. The end solutions indicate favourable results for the semi-analytical calculations in the selected roles and responsible differential equations by direct execution of Taylor's series for solutions of polynomial functions, exponential functions & geometric functions using simulation program "TKSL". It also discusses about the definite & indefinite Intergals and methods for the solution of definite integrals. Followed by a brief introduction of Maple, Matlab & TKSL and further comparison of the result of the three programs & finding the best way of resolving the definite integrals.
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Adjoint Differential Equations
Kmenta, Karel ; Pindryč, Milan (referee) ; Kunovský, Jiří (advisor)
This project deals with solving differential equations. The aim is find the correct algorithm transforming differential equations of higher order with time variable coefficients to equivalent systems of differential equations of first order. Subsequently verify its functionality for equations containing the involutioin goniometrical functions and finally implement this algorithm. The reason for this transformation is requirement to solve these differential equations by programme TKSL (Taylor Kunovský simulation language).
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AC Electronic Circuits Simulator
Janko, Roman ; Kopřiva, Jan (referee) ; Kunovský, Jiří (advisor)
The thesis summarizes the selected numerical solutions of linear differential equations and some standard methods for investigating the frequency and phase characteristics of electronic circuits. The part of thesis is also a small collection of sample examples to investigate the frequency and phase characteristics of R, L, C electronic circuits. There are designed and implemented user interface for electronic circuit schematic entry and graphical display of frequency and phase characteristics of the analysis of electronic circuits. In conclusion, this thesis is briefly reviewed time-consuming calculation of selected frequency and phase characteristics of electronic circuits.
|
|
|
Semi-Analytical Computations
Herzallah, Ahmad Sudqi Hussein ; Kopřiva, Jan (referee) ; Kunovský, Jiří (advisor)
This thesis discusses the analytical errors emerging from semi-analytical calculations. It also discusses about the modern method of Taylor's series for numerical calculations of ordinary differential equations and chosen methods of charachterized functions. The end solutions indicate favourable results for the semi-analytical calculations in the selected roles and responsible differential equations by direct execution of Taylor's series for solutions of polynomial functions, exponential functions & geometric functions using simulation program "TKSL". It also discusses about the definite & indefinite Intergals and methods for the solution of definite integrals. Followed by a brief introduction of Maple, Matlab & TKSL and further comparison of the result of the three programs & finding the best way of resolving the definite integrals.
|
|
|
Adjoint Differential Equations
Kmenta, Karel ; Pindryč, Milan (referee) ; Kunovský, Jiří (advisor)
This project deals with solving differential equations. The aim is find the correct algorithm transforming differential equations of higher order with time variable coefficients to equivalent systems of differential equations of first order. Subsequently verify its functionality for equations containing the involutioin goniometrical functions and finally implement this algorithm. The reason for this transformation is requirement to solve these differential equations by programme TKSL (Taylor Kunovský simulation language).
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