Download Description:
This is the most complete up-to-date collection of frequency equations and forms of free vibrations for beams, arches, and frames that has ever been published!
Table of Contents:
Preface
Acknowledgments
Definitions
Ch. 1 Transverse Vibration Equations
Ch. 2 Analysis Methods
Ch. 3 Fundamental Equations of Classical Beam Theory
Ch. 4 Special Functions for the Dynamical Calculation of Beams and Frames
Ch. 5 Bernoulli-Euler Uniform Beams with Classical Boundary Conditions
Ch. 6 Bernoulli-Euler Uniform One-Span Beams with Elastic Supports
Ch. 7 Bernoulli-Euler Beams with Lumped and Rotational Masses
Ch. 8 Bernoulli-Euler Beams on Elastic Linear Foundation
Ch. 9 Bernoulli-Euler Multispan Beams
Ch. 10 Prismatic Beams Under Compressive and Tensile Axial Loads
Ch. 11 Bress-Timoshenko Uniform Prismatic Beams
Ch. 12 Non-Uniform One-Span Beams
Ch. 13 Optimal Designed Beams
Ch. 14 Nonlinear Transverse Vibrations
Ch. 15 Arches
Ch. 16 Frames
App. A Eigenfunctions and their derivatives for one-span beams with different boundary conditions
App. B Eigenfunctions and their derivatives for multispan beams with equal length and different boundary conditions
App. C Some useful definite integrals
App. D Some assumed functions
Index
Comment:
This is the most complete up-to-date collection of frequency equations and forms of free vibrations for beams, arches, and frames that has ever been published!
Table of Contents:
Preface
Acknowledgments
Definitions
Ch. 1 Transverse Vibration Equations
Ch. 2 Analysis Methods
Ch. 3 Fundamental Equations of Classical Beam Theory
Ch. 4 Special Functions for the Dynamical Calculation of Beams and Frames
Ch. 5 Bernoulli-Euler Uniform Beams with Classical Boundary Conditions
Ch. 6 Bernoulli-Euler Uniform One-Span Beams with Elastic Supports
Ch. 7 Bernoulli-Euler Beams with Lumped and Rotational Masses
Ch. 8 Bernoulli-Euler Beams on Elastic Linear Foundation
Ch. 9 Bernoulli-Euler Multispan Beams
Ch. 10 Prismatic Beams Under Compressive and Tensile Axial Loads
Ch. 11 Bress-Timoshenko Uniform Prismatic Beams
Ch. 12 Non-Uniform One-Span Beams
Ch. 13 Optimal Designed Beams
Ch. 14 Nonlinear Transverse Vibrations
Ch. 15 Arches
Ch. 16 Frames
App. A Eigenfunctions and their derivatives for one-span beams with different boundary conditions
App. B Eigenfunctions and their derivatives for multispan beams with equal length and different boundary conditions
App. C Some useful definite integrals
App. D Some assumed functions
Index
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Comment:
Quote:Format: PDF (vector,encrypted fonts, includes: per chapter bookmarks, TOC generated from bookmarks, missing: preface, apppendices, index)
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