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Control Systems Spring 2016 S. M. Umar Talha. Objectives  This course introduces the linear feedback control systems. This is a multidisciplinary course.

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Presentation on theme: "Control Systems Spring 2016 S. M. Umar Talha. Objectives  This course introduces the linear feedback control systems. This is a multidisciplinary course."— Presentation transcript:

1 Control Systems Spring 2016 S. M. Umar Talha

2 Objectives  This course introduces the linear feedback control systems. This is a multidisciplinary course equally applicable to electrical, chemical, mechanical, aeronautical engineering.  In this course the components of a linear feedback control system are introduced.  The design methodology, in order to achieve desired response with proper specs, is presented.  Stability and design issues are discussed.  The concepts covered in the lectures will be elaborated using computer simulations on MATLAB and SIMULINK as well as experiments in the lab.

3 End Product  The student shall be able to understand the difference between open loop and closed loop systems along with their advantages and disadvantages.  By the end of this course the student should be able to analyze a control system with respect to desired response, performance and stability issues.  The student should be able to develop block oriented design approach for any discipline of engineering.

4 Introduction Control systems are an integral part of modern society. Numerous applications are all around us: Household appliances, temperature-control system, robotic systems, traffic control systems, chemical process systems. Control engineers are concerned with controlling segments of their environment, often called systems, to provide useful economic products for society.

5 What is a control system?  A control system is an interconnection of components forming a system configuration that will provide a desired system response.

6 Cause-effect relationship  Each component is described by a cause- effect relation. Therefore a component or process to be controlled can be represented by a block  The input- output relation represents the cause-and-effect relationship of the process

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