• Introduction, signal and systems (continuous, discrete), linear algebra (review, vector spaces), state space - continuous/discrete systems, canonical realizations, linearization, matrix functions, solutions of state equations in the time domain, modes, impulse response, reconstruction of initial conditions, solving state equations by transforms. Laplace transform, Z transform, convolution integral and summation, matrix transfer function. Norms of signals and systems, connecting systems, stability of systems, frequency response, graphical representations, modal analysis of vibrating mechanical systems,

  • 22-23 Spring

22-23 Spring