Modeling and Analysis of Dynamic Systems

Modeling and Analysis of Dynamic Systems

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  • Uses MATLAB and Simulink to determine and simulate system response as well as implement analytical techniques
  • Covers the necessary mathematical background, including complex analysis, differential equations, Laplace transformation, and matrix analysis
  • Incorporates several applications of vibrations, such as the logarithmic decrement for experimental determination of the damping ratio
  • Presents systems of units, conversion tables, and useful formulas, such as trigonometric identities and integrals, in the appendices
  • Includes examples and review exercises

Solutions manual available upon qualifying course adoption


Using MATLAB® and Simulink® to perform symbolic, graphical, numerical, and simulation tasks, Modeling and Analysis of Dynamic Systems provides a thorough understanding of the mathematical modeling and analysis of dynamic systems. It meticulously covers techniques for modeling dynamic systems, methods of response analysis, and vibration and control systems.

After introducing the software and essential mathematical background, the text discusses linearization and different forms of system model representation, such as state-space form and input-output equation. It then explores translational, rotational, mixed mechanical, electrical, electromechanical, pneumatic, liquid-level, and thermal systems. The authors also analyze the time and frequency domains of dynamic systems and describe free and forced vibrations of single and multiple degree-of-freedom systems, vibration suppression, modal analysis, and vibration testing. The final chapter examines aspects of control system analysis, including stability analysis, types of control, root locus analysis, Bode plot, and full-state feedback.

With much of the material rigorously classroom tested, this textbook enables undergraduate students to acquire a solid comprehension of the subject. It provides at least one example of each topic, along with multiple worked-out examples for more complex topics. The text also includes many exercises in each chapter to help students learn firsthand how a combination of ideas can be used to analyze a problem.

Table of Contents

Introduction to MATLAB and Simulink
MATLAB Command Window and Command Prompt
User-Defined Functions
Defining and Evaluating Functions
Iterative Calculations
Matrices and Vectors
Differentiation and Integration
Plotting in MATLAB

Complex Analysis, Differential Equations and Laplace Transformation
Complex Analysis
Differential Equations
Laplace Transformation

Matrix Analysis
Matrix Eigenvalue Problem

System Model Representation
Configuration Form
State-Space Form
Input-Output Equation, Transfer Function
Relations between State-Space Form, Input-Output Equation, and Transfer Function
Block Diagram Representation

Mechanical Systems
Mechanical Elements
Translational Systems
Rotational Systems
Mixed Systems: Translational and Rotational
Gear-Train Systems

Electrical, Electronic, and Electromechanical Systems
Electrical Elements
Electric Circuits
Operational Amplifiers
Electromechanical Systems
Impedance Methods

Fluid and Thermal Systems
Pneumatic Systems
Liquid-Level Systems
Thermal Systems

System Response
Transient Response of First-Order Systems
Transient Response of Second-Order Systems
Frequency Response
Solving the State Equation
Response of Nonlinear Systems

Introduction to Vibrations
Free Vibration
Forced Vibration
Vibration Suppressions
Modal Analysis
Vibration Measurement and Analysis

Introduction to Feedback Control Systems
Basic Concepts and Terminologies
Stability and Performance
Benefits of Feedback Control
Proportional–Integral–Derivative Control
Root Locus
Bode Plot
Full-State Feedback

Appendix A
Appendix B


A Summary appears at the end of each chapter.

Author Bio(s)

Ramin Esfandiari is a professor of mechanical and aerospace engineering at California State University, Long Beach.

Bei Lu is an assistant professor of mechanical and aerospace engineering at California State University, Long Beach.

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