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Butterworth-Heinemann Modelling of Mechanical Systems: Discrete Systems - Engineering

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Description

Modelling of Mechanical Systems: Discrete Systems is a comprehensive engineering textbook from Butterworth-Heinemann that serves as the essential foundation for understanding mechanical systems analysis. This first volume focuses on discrete systems, which form the cornerstone of both linear and non-linear mechanical system studies. The book provides thorough coverage of equations of motion formulation and systematic examination of free and forced vibrations across mechanical structures. Readers will gain deep knowledge of generalized coordinates, kinematical conditions, Hamilton's principle, and Lagrange equations - all critical concepts for engineers designing and analysing mechanical systems. The text explores linear algebra applications within N-dimensional linear spaces and examines the orthogonal basis of natural vibration modes in conservative systems. Additional topics include the Laplace transform method and forced response analysis of linear systems, equipping students and professionals with practical tools for real-world mechanical engineering challenges. This volume is an indispensable reference for civil engineers, mechanical engineers, and anyone working with vibration analysis or mechanical system modelling.

Key Features

Covers formulation of equations of motion and systematic study of free and forced vibrations in discrete mechanical systems.

Includes detailed treatment of generalized coordinates, kinematical conditions, Hamilton's principle, and Lagrange equations for system analysis.

Explores linear algebra in N-dimensional linear spaces and orthogonal basis of natural vibration modes in conservative systems.

Presents Laplace transform methods and forced response analysis techniques for linear discrete systems.

Published by Butterworth-Heinemann as the first volume in a foundational series on mechanical systems modelling.

Product Specifications

Format
paperback
Domain
Amazon UK
Release Date
05 April 2013
Listed Since
16 April 2013

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No barcode data available

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