After passing this exam, student will be able to: 1. Explain the concept of linear time-invariant system. 2. Explain the impulse response of the system, as well as the relationship between the input and output of analog and discrete systems through the impulse response. 3. Define the Fourier transform of analog and discrete systems and interprets the basic properties of these transforms. 4. Understands the relationship between the Laplace and Fourier transforms of analog signals, as well as the relationship between the Z transform, Fourier transform of discrete signals and discrete Fourier transform. 5. Explain the sampling theorem and apply it to a specific signal. 6. Use MATLAB for the purpose of basic operations of computer signal processing, i.e. representation of the signal in time and frequency domain.
Name | Lectures | Exercises | Laboratory |
---|---|---|---|
ISIDORA STANKOVIĆ | 1x1 27B+17S+20P | ||
LJUBIŠA STANKOVIĆ | 1.5x1 27B+17S+20P | ||
MILAN JOVANOVIĆ | 1x2 27B+17S | ||
MILOŠ DAKOVIĆ | .5x1 27B+17S+20P | ||
STEFAN VUJOVIĆ | 1x1 25B | ||
ĐORĐE BOROZAN | 1x1 27B+18S+21P |