PPT-Control Systems Lect.3 Modeling in The

Time Domain Basil Hamed Chapter Learning Outcomes After completing this chapter the student will be able to Find a mathematical model called a statespace representation for a linear . Modeling Distributed Hybrid Systems in Ptolemy II Liu, Xiaojun Liu, and Edward A. Lee Department of Electrical Engineering and Computer Sciences University of California, Berkeley Berkeley, CA 94720, Andrew Pendergast. Dynamical Systems modeling. Dynamical Systems: Mathematical object to describe behavior that changes over time. Modeling a functional relationship such that time is a primary variable wherein a value or vector function is produced . Basil Hamed. Chapter Learning . Outcomes. • Find the Laplace transform of time functions and the inverse . . . Laplace transform (Sections . 2.1-2.2). • Find the transfer function from a differential equation and solve . Reduction of Multiple Subsystems . Basil Hamed. Chapter Learning Outcomes. After completing this chapter the student will be able to:. • Reduce a block diagram of multiple subsystems to a single block representing . Time. Domain. Basil Hamed. Chapter Learning Outcomes. After completing this chapter, the student will be able to:. • Find a mathematical model, called a state-space representation, for a linear, . Basil Hamed. Design Specifications. often . use design specifications to describe what the system should do and how it . is done. . . These . specifications are unique to each individual application and often . University of Waterloo. Outline. Faculty members. Overview. Examples. Courses available. Faculty Members. Faculty members in the ECE Control Systems Group include:. D. Davison. A. . . Heunis. D. . Time. . Response. Basil Hamed. Roadmap (Time Responses). Basil Hamed. 2. Chapter Learning Outcomes. After . completing this chapter the student will be able to. :. • Use poles and zeros of transfer functions to determine the time response of a . Module Leader: Dr Muhammad . Arif. Email: . muhammadarif. 13. @hotmail.com. Batch: . 10. BM . Year: . 3. rd. Term: . 2. nd. . Credit Hours (Theory): . 4. Lecture Timings: Monday (. 12:00-2:00. ) and Wednesday (. Time. . Response. Basil Hamed. Roadmap (Time Responses). Basil Hamed. 2. Why Study Time Responses. • . Modeling. – Some parameters in the system can be estimated . or identified . by time responses.. Reduction of Multiple Subsystems . Basil Hamed. Chapter Learning Outcomes. After completing this chapter the student will be able to:. • Reduce a block diagram of multiple subsystems to a single block representing . Time. . Response. Basil Hamed. Roadmap (Time Responses). Basil Hamed. 2. Chapter Learning Outcomes. After . completing this chapter the student will be able to. :. • Use poles and zeros of transfer functions to determine the time response of a . Module Leader: Dr Muhammad . Arif. Email: . muhammadarif. 13. @hotmail.com. Batch: . 10. BM . Year: . 3. rd. Term: . 2. nd. . Credit Hours (Theory): . 4. Lecture Timings: Monday (. 12:00-2:00. ) and Wednesday (. ME 343 Control Systems Fall 2009Solution of State Space Equation426We consider the linear time-invariant systemAnd we solve to obtainSolution by the Laplace TransformWe Laplace transform the state equ