Classical and Analytical Mechanics Classical and Analytical Mechanics

Classical and Analytical Mechanics

Theory, Applied Examples, and Practice

    • 249,99 €
    • 249,99 €

Publisher Description

Classical and Analytical Mechanics: Theory, Applied Examples, and Practice provides a bridge between the theory and practice related to mechanical, electrical, and electromechanical systems. It includes rigorous mathematical and physical explanations while maintaining an interdisciplinary engineering focus. Applied problems and exercises in mechanical, mechatronic, aerospace, electrical, and control engineering are included throughout and the book provides detailed techniques for designing models of different robotic, electrical, defense, and aerospace systems. The book starts with multiple chapters covering kinematics before moving onto coverage of dynamics and non-inertial and variable mass systems. Euler’s dynamic equations and dynamic Lagrange equations are covered next with subsequent chapters discussing topics such as equilibrium and stability, oscillation analysis, linear systems, Hamiltonian formalism, and the Hamilton-Jacobi equation. The book concludes with a chapter outlining various electromechanical models that readers can implement and adapt themselves. Bridges theory and practice by providing readers techniques for solving common problems through mechanical, electrical, and electromechanical models alongside the underlying theoretical foundations Describes variable mass, non-inertial systems, dynamic Euler’s equations, gyroscopes, and other related topics Includes a broad offering of practical examples, problems, and exercises across an array of engineering disciplines

RELEASED
2021
8 April
LANGUAGE
EN
English
LENGTH
524
Pages
PUBLISHER
Elsevier Science
SIZE
35.7
MB

More Books by Alexander S. Poznyak

Ozonation and Biodegradation in Environmental Engineering Ozonation and Biodegradation in Environmental Engineering
2018
Advanced Mathematical Tools for Control Engineers: Volume 1 Advanced Mathematical Tools for Control Engineers: Volume 1
2010
Advanced Mathematical Tools for Automatic Control Engineers: Volume 2 Advanced Mathematical Tools for Automatic Control Engineers: Volume 2
2009
The Robust Maximum Principle The Robust Maximum Principle
2011