Peter M Moretti

Modern Vibrations Primer

• Gebundenes Buch

Produktbeschreibung

Modern Vibrations Primer provides up-to-date material not only on fundamental methods of analysis, but on practical applications in industry. The author develops concepts from the bottom up, devoting the first few chapters to material covered in the first few pages of most other vibrations texts. He offers step-by-step instruction for converting real-life problems into simplified models for analysis, and presents mathematics and physical reasoning side-by-side. Later chapters focus on method widely used in industry. This is a clear, highly readable text with a progressive, lecture-like presentation. TOC:Introduction.- Formulation of Translational Problems.- Formulation of Rotational Problems.- Undamped Free Vibration.- Energy Methods for Natural Frequency.- Approximations for Distributed Systems.- Periodic Force Excitation of Undamped Systems.- Unbalanced Excitation.- Rotating Shafts.- Damped Free Vibration.- Periodic Excitation of Damped Systems.- Unbalanced Excitation of Damped Systems.- Base Excitation of Damped systems.- Transients by Convolution, Transforms, and Numerical Simulation.- Shock Spectra.- Random Vibrations.- Multi-Mass Systems.- Multi-Directional Motion.- Combined Translation and Rotation.- Energy Methods.- Flexibility Formulation.- Forced Excitation.- Damped Multi-Degree-of-Freedom Systems.- Transfer Matrices.- Wave Equation.- Beams.- Nonlinear Vibrations.- Analytical Solutions.- Approximate Methods.- Nonlinear Damping.- Parametric Excitation.- Forced Solutions.- Chaotic Systems.- Autonomous Oscillations.- Flow-Induced Vibrations.- Flow-Induced Waves.- Active Control.

Produktdetails

• Verlag: Taylor & Francis Ltd (Sales)
• Seitenzahl: 440
• Erscheinungstermin: 2. Dezember 1999
• Englisch
• Abmessung: 244mm x 156mm x 29mm
• Gewicht: 794g
• ISBN-13: 9780849320385
• ISBN-10: 0849320380
• Artikelnr.: 22193697

Autorenporträt

Peter M. Moretti

Inhaltsangabe

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