© 1980

State Models of Dynamic Systems

A Case Study Approach


Table of contents

  1. Front Matter
    Pages i-viii
  2. N. H. McClamroch
    Pages 1-17
  3. N. H. McClamroch
    Pages 18-30
  4. N. H. McClamroch
    Pages 31-66
  5. N. H. McClamroch
    Pages 67-95
  6. N. H. McClamroch
    Pages 96-115
  7. N. H. McClamroch
    Pages 116-140
  8. N. H. McClamroch
    Pages 141-171
  9. N. H. McClamroch
    Pages 172-186
  10. N. H. McClamroch
    Pages 187-200
  11. Back Matter
    Pages 201-248

About this book


The purpose of this book is to expose undergraduate students to the use of applied mathematics and physical argument as a basis for developing an understanding of the response characteristics, from a systems viewpoint, of a broad class of dynamic physical processes. This book was developed for use in the course ECE 355, Dynamic Systems and Modeling, in the Department of Electrical and Computer Engineering at the University of Michigan, Ann Arbor. The course ECE 355 has been elected primarily by junior and senior level students in computer engineering or in electrical engineering. Occasionally a student from outside these two programs elected the course. Thus the book is written with this class of students in mind. It is assumed that the reader has previous background in mathematics through calculus, differential equations, and Laplace transforms, in elementary physics, and in elemen­ tary mechanics and circuits. Although these prerequisites indicate the orientation of the material, the book should be accessible and of interest to students with a much wider spectrum of experience in applied mathemati­ cal topics. The subject matter of the book can be considered to form an introduc­ tion to the theory of mathematical systems presented from a modern, as opposed to a classical, point of view. A number of physical processes are examined where the underlying systems concepts can be clearly seen and grasped. The organization of the book around case study examples has evolved as a consequence of student suggestions.


Dynamisches System Systems applied mathematics communication computer simulation differential equation dynamical systems electrical engineering mechanics solution systems theory

Authors and affiliations

  1. 1.Computer, Information and Control Engineering, and Aerospace EngineeringThe University of MichiganAnn ArborUSA

Bibliographic information