6 Chapter 1: Introduction b Assume a steady-state solution iss = B Substituting this into the differential equation yields RB = 1, from which B = 1 R The characteristic equation is LM + R = 0, from which M = - R L Thus, the total solution is i(t) = Ae-(R/L)t + 1 R Solving for the arbitrary constants, i(0) = A + 1 R = 0 Thus, A = - 1 R
1 CONTROL SYSTEMS: BASICS 1 1 1 What is Control Systems 1 1 2 Classification of Systems 1 1 3 Classification Based on the Parameters 2 1 4 Analysis of Control Systems 3 1 5 General Classification: Open and Closed-Loop Systems 3 1 6 Elements of Automatic or Feedback Control Systems 5 1 7 Requirements of Automatic Control Systems 6 2
Chapter 1 – Introduction to Control Systems Goals The purpose of this chapter is to give you an overview of the topic of control systems and to introduce you to the basic concepts that you need to go forward Presented are Basic control loop anatomy, the parts and pieces of control loops and how they are configured
Control Systems Engineering 4th Edition By No part of this publication may be reproduced, stored in a retrieval system or transmitted in any from Solutions to Skill-Assessment Exercises Chapter 2 2 1 The Laplace transform of t is 1 s2