PPT-Control Systems Lect.5

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 . Ravi Control Systems Laboratory Schenectady IVY USA AM Pascoal CAPSComplexo I and Department of Electrical Engineering Instituto Superior Tecnico 1096 Lisbon Portugal PP Khargonekar Department of Electrical Engineering and Computer Science Universi Generator Excitation Systems and reactive power characteristics of power system components Since voltage magnitudes in a system are intimately related to the ability of various components to absorb or supply reactive power we shall begin by reviewin 1 Chapter 11 MONITORING AND CONTROL SYSTEMS Content Introduction Overview of typical monitoring and control systems Fundamentals of conventional and comput erbased control and monitoring systems Typical monitoring At Anteater, we want to let you know that customer service is our first concern. We are proud to be a Family Owned and Operated company since 1993 servicing the greater Oakland County Area. The personal, individual service of a close, informed, knowledgeable team has ensured our continual growth in the industry over the years. Certified and registered inspectors and technicians provide you with an educated, dependable, and reliable service for your home or business. Our reputation is our livelihood, and so we are proud to be a company of ethics and integrity, raising the bar for the industry to a higher standard. Satisfied Customers are our number one priority. Professor Shiyan Hu. EERC 518. Department of Electrical and Computer Engineering . Michigan Technological University. 1. Class Time and Office Hour. Class Time: MW 11:05-11:55 (. Rekhi. Hall G009). Office Hours: MW 15:00-16:00 or by appointment, office: EERC 518. 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 . 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, . FCS. ). Dr. Imtiaz Hussain. email: . imtiaz.hussain@faculty.muet.edu.pk. URL :. http://imtiazhussainkalwar.weebly.com/. Lecture-1 & 2. Introduction to the Subject. Course Outline. Text Books. Modern Control Engineering, (5. 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.. Subject Code: 10ES43. Prepared By: . P.Praveena. (EEE), . . M.Brindha. , . Sreepriya. . Kurup. , . Robina. . Gujral. , . Shashirekha. K(TE),. . Shruthi. B.R(ML). Department: Electronics and Communication Engineering. 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 . Introduction. IESL-Part III. 2013. 1. What is a Control System?. Why need Control?. What is the subject about?. 2. History of Control Engineering . * . Greece . (BC) – Float regulator mechanism. * Holland . 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