EAC 2020-N Linear Systems and Control
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This EAC 2020-N Linear Systems and Control course is specifically designed for students who are focused in learning the fundamentals of control theory for linear and lumped dynamical systems. The course comprises numerous topics, such as, advanced methods of analysis and synthesis of linear systems, analytical approach to linear control theory, and continuous and discrete-time systems.
Course learning outcomes:
- Acquire mathematical models of the dynamic systems as linear ordinary differential equations and place them into state space form.
- Prepare simulation diagram from a given state space representation and utilizes it to discover numerical solution of respective differential equations alongside simulation software.
- Make use of Laplace-transform to resolve differential equations analytically and to acquire transfer functions.
- Discover the transfer function from a specific block diagram.
- Carry out transient response analysis of first, second or higher order systems. Make use of related metrics to assess performance.
- Execute stability analysis of linear time invariant systems by means of the Routh-Hurwitz criterion.
- Explains how a feedback system works and carries its parametric analysis by means of root-locus method.
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