After passing the exam, it is expected that the student will be capable to: 1. Define a signal, calculate its energy and power, and describe different signal clasifications and the simple operations with signals, 2. Design mathematical modef of a system, describe it by the impt/output relationship, and analize continuous systems in time domain, 3. Calculate the zero-input, impulse, and zero-state responses of the continuous systems, as well as the covolution of the continuous sigmals, 4. Analize (in frequency domain) coninuous periodic and aperiodic signals by using Fourier analysis (generalized, trigonometric, and exponential Fourier series and Fourier transformation), 5. Analize functioning of the linear time-invariant discrete-time system and calculate its output by performing convolution of discrete-time signals, 6. Theoretically describe functioning and realize discrete-time system by using difference equations, 7. Analize (in frequency domain) discrete-time signals by using Fourier nalysis (Fourier transformation and discrete Fourier transformation), 8. Describe and quantitatively analize functioning of discrete-time systems by using Z transformation, 9. Interpret the realization of infinite impulse response (IIR) discrete-time systems.
Name | Lectures | Exercises | Laboratory |
---|---|---|---|
NEVENA RADOVIĆ | 3x1 3P | 1x1 3P |