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Vyučující
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Pidanič Jan, doc. Ing. Ph.D.
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Obsah předmětu
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1. Mathematical apparatus for continuous signal processing 2. Representation and classification of signals, characteristics of signals 3.Operations with continuous signals and basic types of continuous signals (harmonic signals, Dirac pulse, unit jump, pulse signal, triangular signal) 4. Tools for analysis of continuous periodic signals in the frequency domain (FS) 5. Tools for analysis of continuous non-periodic signals in the frequency domain (FT) 6. Continuous systems in the time domain 7.Description and solution of continuous systems using differential equations 8. Laplace transform I. (relations, convergence region, properties) 9. Laplace transform II. (Laplace transform of significant signals, inverse Laplace transform) 10.Determination of frequency characteristics in continuous systems 11. Continuous LTI systems (ideal filters and their characteristics, lossless transmission lines) 12. Design of analogue filters I. (Butterworth filters) 13. Design of analogue filters II. (Chebyshev filters) The content of the course exercises is consistent with the lectures.
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Studijní aktivity a metody výuky
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nespecifikováno
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Výstupy z učení
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The aim of the course is to acquaint students with the representation, processing and analysis of continuous signals and systems (filters) used in the communication system and control technology. The course includes representation, modelling of continuous signals and systems, tools for the analysis of continuous periodic and non-periodic signals in the time and frequency domain. Part of the course is the design of continuous systems with the required characteristics, both by solving differential equations and by Laplace transform. The final part of the course is devoted to the description and design of continuous (analogue) filters and state description of continuous systems.
The students acquire theoretically and practise knowledge from the area of continuous signals processing and analysis in time and frequency domain. The student is also familiar with the design of continuous systems according to specific requirements, determining the output of the system (filter design).
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Předpoklady
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Mathematical calculus at the technical university graduates level
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Hodnoticí metody a kritéria
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nespecifikováno
During the semester and in the final exam, the student must demonstrate an understanding of the solved problems. The specific requirements will be communicated to the students by the teacher in the first week of the semester. Prerequisites for successful completion of the course: 1) Attendance rate of at least 80% 2) Completion of all homework assignments (approximately ten homework assignments): Vyhodnocení: Maximum points/Minimum points HomeWorks "number_of_home_works"*3 / 50% of points The student will be given three questions from the topics discussed in the oral exam. Each question can score 1 point, i.e. 3 points maximum. A minimum of 0.5 points is required for each question. Score table: A 3-2,7 B 2,69 - 2,4 C 2,39 - 2,1 D 2,09 - 1,8 E 1,79 - 1,5 F <1,5
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Doporučená literatura
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