(3 units). Continuous-time and discrete-time signals. Mathematical description of systems. Properties of systems. Convolution and impulse response of continuous and discrete time LTI systems. Fourier series of periodic continuous and discrete time signals. Decomposition and approximation of signals by orthogonal functions. The Fourier transform of continuous and discrete time signals. Frequency response of systems. Frequency selective filtering. First and second order systems. Sampling and interpolation of continuous-time signals. LTI system analysis with the Laplace and the Z transforms. Course Component: Laboratory, Lecture, Tutorial Prerequisite: ELG 2138.
(3 units). Continuous-time and discrete-time signals. Mathematical description of systems. Properties of systems. Convolution and impulse response of continuous and discrete time LTI systems. Fourier series of periodic continuous and discrete time signals. Decomposition and approximation of signals by orthogonal functions. The Fourier transform of continuous and discrete time signals. Frequency response of systems. Frequency selective filtering. First and second order systems. Sampling and interpolation of continuous-time signals. LTI system analysis with the Laplace and the Z transforms. Course Component: Laboratory, Lecture, Tutorial Prerequisite: ELG 2138.
