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Railroad Vehicle Dynamics: A Computational Approach
 
 
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Railroad Vehicle Dynamics: A Computational Approach [Hardcover]

Ahmed A. Shabana (Author), Khaled E. Zaazaa (Author), Hiroyuki Sugiyama (Author)

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Book Description

1420045814 978-1420045819 July 23, 2007
The methods of computational mechanics have been used extensively in modeling many physical systems. The use of multibody-system techniques, in particular, has been applied successfully in the study of various, fundamentally different applications.

Railroad Vehicle Dynamics: A Computational Approach presents a computational multibody-system approach that can be used to develop complex models of railroad vehicle systems. The book examines several computational multibody-system formulations and discusses their computer implementation. The computational algorithms based on these general formulations can be used to develop general- and special-purpose railroad vehicle computer programs for use in the analysis of railroad vehicle systems, including the study of derailment and accident scenarios, design issues, and performance evaluation.

The authors focus on the development of fully nonlinear formulations, supported by an explanation of the limitations of the linearized formulations that are frequently used in the analysis of railroad vehicle systems. The chapters of the book are organized to guide readers from basic concepts and definitions through a final understanding of the utility of fully nonlinear multibody- system formulations in the analysis of railroad vehicle systems.

Railroad Vehicle Dynamics: A Computational Approach is a valuable reference for researchers and practicing engineers who commonly use general-purpose, multibody-system computer programs in the analysis, design, and performance evaluation of railroad vehicle systems.

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University of Illinois at Chicago, USA ENSCO, Inc., Springfield, Virginia, USA Osaka City University, Japan

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Inside This Book (learn more)
Key Phrases - Statistically Improbable Phrases (SIPs): (learn more)
railroad vehicle systems, trajectory coordinate system, quadratic velocity vector, constraint stabilization method, measured track data, tangential creep forces, contact constraint equations, wheel coordinate system, absolute angular velocity vector, coordinate partitioning method, creepage coefficients, four surface parameters, longitudinal tangent, specified motion trajectories, spin creepage, augmented formulation, global position vector, velocity transformation matrix, vehicle system dynamics, derailment criteria, wheelset model, track coordinate system, multibody system applications, bushing element, contact formulation
Key Phrases - Capitalized Phrases (CAPs): (learn more)
Computational Approach, Analytical Description of Track Geometry Variations, New York
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