Mechanical vibrations of discontinuous systems /

Bibliographic Details
Call Number:Libro Electrónico
Main Author: Jáuregui-Correa, Juan Carlos
Other Authors: González Brambila, Oscar Manuel
Format: Electronic eBook
Language:Inglés
Published: New York : Nova Science Publishers, ©2009.
Series:Mechanical engineering theory and applications.
Subjects:
Vibration.
Nonlinear theories.
Mechanics, Applied.
Vibration
Théories non linéaires.
Mécanique appliquée.
vibration (physical)
TECHNOLOGY & ENGINEERING > Engineering (General)
TECHNOLOGY & ENGINEERING > Reference.
Mechanics, Applied
Nonlinear theories
Online Access:Texto completo
Table of Contents:
  • MECHANICAL VIBRATIONS OFDISCONTINUOUS SYSTEMS; MECHANICAL VIBRATIONS OFDISCONTINUOUS SYSTEMS; CONTENTS; INTRODUCTION; NONLINEAR VIBRATIONS; BACKGROUND; STATE SPACE DYNAMICS; BIFURCATIONS; Saddle Bifurcation; Trans-Critical Bifurcation; Super Critical Bifurcation; Sub Critical Bifurcation; TWO-SCALE METHOD; AVERAGE VALUE METHOD; POINCARE MAPS; APPENDIX; MECHANICAL SYSTEMS WITHSTIFFNESS DISCONTINUITIES; INTRODUCTION; GEARBOXES; BEARINGS; Sliding Bearings; Backlash; ROTOR RUBBING; STIFFNESS DISCONTINUITIESDUE TO LARGE DEFORMATIONS; INTRODUCTION; TRUST ELEMENTS; BEAM ELEMENTS; First Approach.
  • Second ApproachExperimental Results; MECHANICAL SYSTEMS THATCOMBINE SOFT AND HARD MATERIALS; INTRODUCTION; THE ISOLATOR DESIGN; VISCOELASTICITY; Unidirectional Model; Bidirectional Model; TORSONIAL VIBRATION DAMPER; SOLUTION METHODS; INTRODUCTION; SYSTEM IDENTIFICATION; Harmonic Distortion; Homogeneity; Reciprocity; PHASE DIAGRAM ANALYSIS; TIME-FREQUENCY ANALYSIS; Short Time Fourier Transform; Wavelet Transform; EXAMPLE; STFT; Wavelet Transform; REFERENCES; INDEX.

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