(eBook PDF) Modeling, Analysis and Control of Dynamical Systems: With Friction and Impacts – Digital Ebook – Instant Delivery Download
Product details:
- ISBN-10 : 9813225289
- ISBN-13 : 978-9813225282
- Author: Pawe Olejnik (Author), Jan Awrejcewicz (Author), Michal Fekan (Author)
This book is aimed primarily towards physicists and mechanical engineers specializing in modeling, analysis, and control of discontinuous systems with friction and impacts. It fills a gap in the existing literature by offering an original contribution to the field of discontinuous mechanical systems based on mathematical and numerical modeling as well as the control of such systems. Each chapter provides the reader with both the theoretical background and results of verified and useful computations, including solutions of the problems of modeling and application of friction laws in numerical computations, results from finding and analyzing impact solutions, the analysis and control of dynamical systems with discontinuities, etc. The contents offer a smooth correspondence between science and engineering and will allow the reader to discover new ideas. Also emphasized is the unity of diverse branches of physics and mathematics towards understanding complex piecewise-smooth dynamical systems. Mathematical models presented will be important in numerical experiments, experimental measurements, and optimization problems found in applied mechanics.
Table contents:
- Friction Laws in Modeling of Dynamical Systems
- Transient Friction-Induced Vibrations in a 2-DOF Braking System
- Numerical Estimation of the Stick-Slip Transitions
- Smooth Approximation of Discontinuous Stick-Slip Solutions
- Bifurcations in Planar Discontinuous Systems
- Occurrence of Chaos in Forced Impact Systems
- Impacts in Chaotic Motion of a Particle on a Non-Flat Billiard
- Parameter Identification of a Double Torsion Pendulum with Friction
- Identification of Time-Varying Damping of a Parametric Pendulum with Friction
- Almost Periodic Solutions for Jumping Discontinuous Systems
- Solution of Nonlinear Algebraic Equations in the Analysis of Stability
- Control of a Wheeled Double Inverted Pendulum with Friction
- Tracking Control of a Discontinuous System with Stick-Slip Friction
- Control of Stochastically Excited Systems with an Approximate Discontinuity
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