Modern Vibrations Primer

Modern Vibrations Primer provides practicing mechanical engineers with guidance through the computer-based problem solving process. The book illustrates methods for reducing complex engineering problems to manageable, analytical models. It is the first vibrations guide written with a contemporary approach for integration with computers. Ideal for self-study, each chapter contains a helpful exposition that emphasizes practical application and builds in complexity as it progresses. Chapters address discrete topics, creating an outstanding reference tool. The lecture-like format is easy to read. The primer first promotes a fundamental understanding, then advances further to problem solving, design prediction and trouble shooting. Outdated and theoretical material isn't covered, leaving room for modern applications such as autonomous oscillations, flow-induced vibrations, and parametric excitation Until recently, some procedures , like arbitrarily-damped, multi-dimensional problems, were impractical. New methods have made them solvable, using PC-based matrix calculation and algebraic manipulation. Modern Vibrations Primer shows how to utilize these current resources by putting problems into standard mathematical forms, which can be worked out by any of a number of widely employed software programs. This book is necessary for any professional seeking to adapt their vibrations knowledge to a modern environment.

Table of Contents:
Introduction. Formulation of Translational Systems. Formulation of Rotational Systems. Undamped Free Vibration. Energy Methods for Natural Frequency. Approximations for Distributed Systems. Periodic Force Excitation of Undamped Systems. Unbalance Excitation. Damped Free Vibration. Formulation of Damping Terms. Periodic Excitation of Damped Systems. Base Excitation. Unbalance Excitation of Damped Systems. Transients by Convolution. Shock Spectra. Transients. by Simulation. Random Vibrations. Two-Directional Motion. Multi-Mass Systems. Combined Translation and Rotation. Lagrangian Methods. Flexibility Formulation. Forced Excitation. Damped Multi-Degree-of-Freedom Systems. Whirling and Damping. Transfer Matrices. Tensioned Strings. Pressure and Shear Waves. Continuous Media. Beam Vibration. Column Vibration. Modal Analyzers. Time-Varying Coefficients. Linearization. The Phase Plane. Analytical Solution. Pseudo-Linearization. Series Expansions. Numerical Simulation . Vibration Control. Flow-Induced Vibrations. Literature Searches. NTI/Sales Copy

Review :
"The author illustrates methods for reducing complex engineering problems to manageable analytical models." --Mechanical Engineering