- 184 pages
- English
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Dynamical Systems Theory
About This Book
The quest to ensure perfect dynamical properties and the control of different systems is currently the goal of numerous research all over the world. The aim of this book is to provide the reader with a selection of methods in the field of mathematical modeling, simulation, and control of different dynamical systems. The chapters in this book focus on recent developments and current perspectives in this important and interesting area of mechanical engineering. We hope that readers will be attracted by the topics covered in the content, which are aimed at increasing their academic knowledge with competences related to selected new mathematical theoretical approaches and original numerical tools related to a few problems in dynamical systems theory.
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Table of contents
- Dynamical Systems Theory
- Contents
- Preface
- Chapter 1 - Coupled Mathieu Equations: γ-Hamiltonian and μ-Symplectic
- Chapter 2 - Partial Entropy and Bundle-Like Entropy for Topological Dynamical Systems
- Chapter 3 - Determination of Stresses in Composite Plates with Holes and Cracks Based on Singular Integral Equations
- Chapter 4 - A New Computerized Boundary Element Model for Three-Temperature Nonlinear Generalized Thermoelastic Stresses in Anisotropic Circular Cylindrical Plate Structures
- Chapter 5 - Distinctive Characteristics of Cosserat Plate Free Vibrations
- Chapter 6 - On the Controlling of Multi-Legged Walking Robots on Stable and Unstable Ground
- Chapter 7 - On Dynamics and Invariant Sets in Predator-Prey Maps
- Chapter 8 - Using Dynamic Analysis to Adjust the Rheological Model of Three Parameters to the Eurocode Creep Criteria
- Chapter 9 - Dynamic Modelling by Bond Graph Approach of Convective Drying Phenomena