Verfügbarkeit: Mechanical Vibration

Mechanical Vibration: Theory and Application.

The Fifth edition of this classic textbook includes a solutions manual. Extensive supplemental instructor resources are forthcoming in the Fall of 2022. Mechanical Vibration: Theory and Application presents comprehensive coverage of the fundamental principles of mechanical vibration, including the t...

Ausführliche Beschreibung

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Bibliographische Detailangaben
1. Verfasser:	Benaroya, Haym
Weitere Verfasser:	Nagurka, Mark, Han, Seon Mi
Format:	Elektronisch E-Book
Sprache:	English
Veröffentlicht:	Chicago : Rutgers University Press, 2022.
Schlagworte:	Vibration. vibration (physical) Vibration
Online-Zugang:	Volltext
Zusammenfassung:	The Fifth edition of this classic textbook includes a solutions manual. Extensive supplemental instructor resources are forthcoming in the Fall of 2022. Mechanical Vibration: Theory and Application presents comprehensive coverage of the fundamental principles of mechanical vibration, including the theory of vibration, as well as discussions and examples of the applications of these principles to practical engineering problems. The book also addresses the effects of uncertainties in vibration analysis and design and develops passive and active methods for the control of vibration. Many example problems with solutions are provided. These examples as well as compelling case studies and stories of real-world applications of mechanical vibration have been carefully chosen and presented to help the reader gain a thorough understanding of the subject. There is a solutions manual for instructors who adopt this book. Request a solutions manual here (https://www.rutgersuniversitypress.org/mechanical-vibration).
Beschreibung:	Description based upon print version of record. 4.6 Notions of Randomness
Beschreibung:	1 online resource (615 p.)
ISBN:	1978831080 9781978831087

Internformat

MARC


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505	0		\|a Cover -- Title -- Copyright -- Preface -- Acknowledgments -- Dedication -- Contents -- Chapter 1: Introduction and Background -- 1.1 Challenges and Examples -- 1.2 Systems and Structures -- 1.3 Basic Concepts of Vibration -- 1.3.1 Modeling for Vibration -- 1.3.2 Idealization and Formulation -- 1.3.3 Inertia, Stiffness, and Damping -- 1.3.4 Properties of Keyboard Keys -- 1.3.5 Computational Aspects -- 1.3.6 Is Vibration Good or Bad? -- 1.3.7 Vibration Control -- 1.4 Types of Vibration -- 1.4.1 Motion Classification -- 1.4.2 Deterministic Approximations -- 1.4.3 Probability
505	8		\|a 1.4.4 System Model Uncertainty -- 1.4.5 Random Vibration -- 1.5 Types of System Models -- 1.5.1 Linear Approximation -- 1.5.2 Dimensionality -- 1.5.3 Discrete Models -- 1.5.4 Continuous Models -- 1.5.5 Nonlinear Models -- 1.6 Basic Dynamics -- 1.6.1 Statics and Equilibrium -- 1.6.2 The Equations of Motion -- 1.6.3 Linear Momentum and Impulse -- 1.6.4 Principles of Work and Energy -- 1.7 Units -- 1.7.1 Mars Orbiter Loss -- 1.7.2 U.S. Customary and SI Systems -- 1.7.3 The Second -- 1.7.4 Dimensional Analysis -- 1.8 Concepts Summary -- 1.9 Some Sound & Vibration Facts -- 1.10 Quotes
505	8		\|a Chapter 2: Single Degree-of-Freedom Undamped Vibration -- 2.1 Motivating Examples -- 2.1.1 Transport of a Satellite -- 2.1.2 Rocket Propulsion -- 2.2 Deterministic Modeling -- 2.2.1 Problem Idealization -- 2.2.2 Mass, Damping, and Stiffness -- 2.2.3 Deterministic Approximation -- 2.2.4 Equations of Motion -- 2.2.5 Energy Formulation -- 2.2.6 Representing Harmonic Motion -- 2.2.7 Solving the Equations of Motion -- 2.3 Undamped Free Vibration -- 2.3.1 Alternate Formulation -- 2.3.2 Phase Plane -- 2.4 Harmonically Forced Vibration -- 2.4.1 A Note on Terminology -- 2.4.2 Resonance
505	8		\|a 2.4.3 Vibration of a Structure in Water -- 2.5 Concepts Summary -- 2.6 Quotes -- 2.7 Problems -- Chapter 3: Single Degree-of-Freedom Damped Vibration -- 3.1 Overview -- 3.2 Introduction to Damping -- 3.3 Damping Models -- 3.3.1 Viscous Damping -- 3.3.2 Coulomb Damping -- 3.4 Free Vibration with Viscous Damping -- 3.4.1 Critically Damped and Overdamped Systems -- 3.4.2 Underdamped Systems -- 3.4.3 Logarithmic Decrement -- 3.4.4 Time Constants -- 3.4.5 Phase Plane -- 3.5 Free Vibration with Coulomb Damping -- 3.6 Forced Vibration with Viscous Damping -- 3.7 Forced Harmonic Vibration
505	8		\|a 3.7.1 Response to Harmonic Excitation -- 3.7.2 Harmonic Excitation in Complex Notation -- 3.7.3 Harmonic Base Excitation -- 3.7.4 Rotating Unbalance -- 3.8 Forced Periodic Vibration -- 3.8.1 Harmonic/Spectral Analysis -- 3.8.2 Fourier Series -- 3.9 Damping Loss Factor -- 3.10 Concepts Summary -- 3.11 Quotes -- 3.12 Problems -- Chapter 4: Single DOF Vibration: General Loading and Advanced Topics -- 4.1 Arbitrary Loading: Laplace Transform -- 4.2 Step Loading -- 4.3 Impulsive Loading -- 4.4 Arbitrary Loading: Convolution Integral -- 4.5 Introduction to Lagrange's Equation
500			\|a 4.6 Notions of Randomness
520			\|a The Fifth edition of this classic textbook includes a solutions manual. Extensive supplemental instructor resources are forthcoming in the Fall of 2022. Mechanical Vibration: Theory and Application presents comprehensive coverage of the fundamental principles of mechanical vibration, including the theory of vibration, as well as discussions and examples of the applications of these principles to practical engineering problems. The book also addresses the effects of uncertainties in vibration analysis and design and develops passive and active methods for the control of vibration. Many example problems with solutions are provided. These examples as well as compelling case studies and stories of real-world applications of mechanical vibration have been carefully chosen and presented to help the reader gain a thorough understanding of the subject. There is a solutions manual for instructors who adopt this book. Request a solutions manual here (https://www.rutgersuniversitypress.org/mechanical-vibration).
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700	1		\|a Han, Seon Mi.
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contents	Cover -- Title -- Copyright -- Preface -- Acknowledgments -- Dedication -- Contents -- Chapter 1: Introduction and Background -- 1.1 Challenges and Examples -- 1.2 Systems and Structures -- 1.3 Basic Concepts of Vibration -- 1.3.1 Modeling for Vibration -- 1.3.2 Idealization and Formulation -- 1.3.3 Inertia, Stiffness, and Damping -- 1.3.4 Properties of Keyboard Keys -- 1.3.5 Computational Aspects -- 1.3.6 Is Vibration Good or Bad? -- 1.3.7 Vibration Control -- 1.4 Types of Vibration -- 1.4.1 Motion Classification -- 1.4.2 Deterministic Approximations -- 1.4.3 Probability 1.4.4 System Model Uncertainty -- 1.4.5 Random Vibration -- 1.5 Types of System Models -- 1.5.1 Linear Approximation -- 1.5.2 Dimensionality -- 1.5.3 Discrete Models -- 1.5.4 Continuous Models -- 1.5.5 Nonlinear Models -- 1.6 Basic Dynamics -- 1.6.1 Statics and Equilibrium -- 1.6.2 The Equations of Motion -- 1.6.3 Linear Momentum and Impulse -- 1.6.4 Principles of Work and Energy -- 1.7 Units -- 1.7.1 Mars Orbiter Loss -- 1.7.2 U.S. Customary and SI Systems -- 1.7.3 The Second -- 1.7.4 Dimensional Analysis -- 1.8 Concepts Summary -- 1.9 Some Sound & Vibration Facts -- 1.10 Quotes Chapter 2: Single Degree-of-Freedom Undamped Vibration -- 2.1 Motivating Examples -- 2.1.1 Transport of a Satellite -- 2.1.2 Rocket Propulsion -- 2.2 Deterministic Modeling -- 2.2.1 Problem Idealization -- 2.2.2 Mass, Damping, and Stiffness -- 2.2.3 Deterministic Approximation -- 2.2.4 Equations of Motion -- 2.2.5 Energy Formulation -- 2.2.6 Representing Harmonic Motion -- 2.2.7 Solving the Equations of Motion -- 2.3 Undamped Free Vibration -- 2.3.1 Alternate Formulation -- 2.3.2 Phase Plane -- 2.4 Harmonically Forced Vibration -- 2.4.1 A Note on Terminology -- 2.4.2 Resonance 2.4.3 Vibration of a Structure in Water -- 2.5 Concepts Summary -- 2.6 Quotes -- 2.7 Problems -- Chapter 3: Single Degree-of-Freedom Damped Vibration -- 3.1 Overview -- 3.2 Introduction to Damping -- 3.3 Damping Models -- 3.3.1 Viscous Damping -- 3.3.2 Coulomb Damping -- 3.4 Free Vibration with Viscous Damping -- 3.4.1 Critically Damped and Overdamped Systems -- 3.4.2 Underdamped Systems -- 3.4.3 Logarithmic Decrement -- 3.4.4 Time Constants -- 3.4.5 Phase Plane -- 3.5 Free Vibration with Coulomb Damping -- 3.6 Forced Vibration with Viscous Damping -- 3.7 Forced Harmonic Vibration 3.7.1 Response to Harmonic Excitation -- 3.7.2 Harmonic Excitation in Complex Notation -- 3.7.3 Harmonic Base Excitation -- 3.7.4 Rotating Unbalance -- 3.8 Forced Periodic Vibration -- 3.8.1 Harmonic/Spectral Analysis -- 3.8.2 Fourier Series -- 3.9 Damping Loss Factor -- 3.10 Concepts Summary -- 3.11 Quotes -- 3.12 Problems -- Chapter 4: Single DOF Vibration: General Loading and Advanced Topics -- 4.1 Arbitrary Loading: Laplace Transform -- 4.2 Step Loading -- 4.3 Impulsive Loading -- 4.4 Arbitrary Loading: Convolution Integral -- 4.5 Introduction to Lagrange's Equation
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spelling	Benaroya, Haym. Mechanical Vibration [electronic resource] : Theory and Application. Chicago : Rutgers University Press, 2022. 1 online resource (615 p.) Description based upon print version of record. Cover -- Title -- Copyright -- Preface -- Acknowledgments -- Dedication -- Contents -- Chapter 1: Introduction and Background -- 1.1 Challenges and Examples -- 1.2 Systems and Structures -- 1.3 Basic Concepts of Vibration -- 1.3.1 Modeling for Vibration -- 1.3.2 Idealization and Formulation -- 1.3.3 Inertia, Stiffness, and Damping -- 1.3.4 Properties of Keyboard Keys -- 1.3.5 Computational Aspects -- 1.3.6 Is Vibration Good or Bad? -- 1.3.7 Vibration Control -- 1.4 Types of Vibration -- 1.4.1 Motion Classification -- 1.4.2 Deterministic Approximations -- 1.4.3 Probability 1.4.4 System Model Uncertainty -- 1.4.5 Random Vibration -- 1.5 Types of System Models -- 1.5.1 Linear Approximation -- 1.5.2 Dimensionality -- 1.5.3 Discrete Models -- 1.5.4 Continuous Models -- 1.5.5 Nonlinear Models -- 1.6 Basic Dynamics -- 1.6.1 Statics and Equilibrium -- 1.6.2 The Equations of Motion -- 1.6.3 Linear Momentum and Impulse -- 1.6.4 Principles of Work and Energy -- 1.7 Units -- 1.7.1 Mars Orbiter Loss -- 1.7.2 U.S. Customary and SI Systems -- 1.7.3 The Second -- 1.7.4 Dimensional Analysis -- 1.8 Concepts Summary -- 1.9 Some Sound & Vibration Facts -- 1.10 Quotes Chapter 2: Single Degree-of-Freedom Undamped Vibration -- 2.1 Motivating Examples -- 2.1.1 Transport of a Satellite -- 2.1.2 Rocket Propulsion -- 2.2 Deterministic Modeling -- 2.2.1 Problem Idealization -- 2.2.2 Mass, Damping, and Stiffness -- 2.2.3 Deterministic Approximation -- 2.2.4 Equations of Motion -- 2.2.5 Energy Formulation -- 2.2.6 Representing Harmonic Motion -- 2.2.7 Solving the Equations of Motion -- 2.3 Undamped Free Vibration -- 2.3.1 Alternate Formulation -- 2.3.2 Phase Plane -- 2.4 Harmonically Forced Vibration -- 2.4.1 A Note on Terminology -- 2.4.2 Resonance 2.4.3 Vibration of a Structure in Water -- 2.5 Concepts Summary -- 2.6 Quotes -- 2.7 Problems -- Chapter 3: Single Degree-of-Freedom Damped Vibration -- 3.1 Overview -- 3.2 Introduction to Damping -- 3.3 Damping Models -- 3.3.1 Viscous Damping -- 3.3.2 Coulomb Damping -- 3.4 Free Vibration with Viscous Damping -- 3.4.1 Critically Damped and Overdamped Systems -- 3.4.2 Underdamped Systems -- 3.4.3 Logarithmic Decrement -- 3.4.4 Time Constants -- 3.4.5 Phase Plane -- 3.5 Free Vibration with Coulomb Damping -- 3.6 Forced Vibration with Viscous Damping -- 3.7 Forced Harmonic Vibration 3.7.1 Response to Harmonic Excitation -- 3.7.2 Harmonic Excitation in Complex Notation -- 3.7.3 Harmonic Base Excitation -- 3.7.4 Rotating Unbalance -- 3.8 Forced Periodic Vibration -- 3.8.1 Harmonic/Spectral Analysis -- 3.8.2 Fourier Series -- 3.9 Damping Loss Factor -- 3.10 Concepts Summary -- 3.11 Quotes -- 3.12 Problems -- Chapter 4: Single DOF Vibration: General Loading and Advanced Topics -- 4.1 Arbitrary Loading: Laplace Transform -- 4.2 Step Loading -- 4.3 Impulsive Loading -- 4.4 Arbitrary Loading: Convolution Integral -- 4.5 Introduction to Lagrange's Equation 4.6 Notions of Randomness The Fifth edition of this classic textbook includes a solutions manual. Extensive supplemental instructor resources are forthcoming in the Fall of 2022. Mechanical Vibration: Theory and Application presents comprehensive coverage of the fundamental principles of mechanical vibration, including the theory of vibration, as well as discussions and examples of the applications of these principles to practical engineering problems. The book also addresses the effects of uncertainties in vibration analysis and design and develops passive and active methods for the control of vibration. Many example problems with solutions are provided. These examples as well as compelling case studies and stories of real-world applications of mechanical vibration have been carefully chosen and presented to help the reader gain a thorough understanding of the subject. There is a solutions manual for instructors who adopt this book. Request a solutions manual here (https://www.rutgersuniversitypress.org/mechanical-vibration). Vibration. http://id.loc.gov/authorities/subjects/sh85143117 Vibration. vibration (physical) aat Vibration fast Nagurka, Mark. Han, Seon Mi. has work: MECHANICAL VIBRATION (Text) https://id.oclc.org/worldcat/entity/E39PD3gJm7fCdmWrxxx6cdJcmq https://id.oclc.org/worldcat/ontology/hasWork Print version: Benaroya, Haym Mechanical Vibration Chicago : Rutgers University Press,c2022 9781978831063 FWS01 ZDB-4-EBA FWS_PDA_EBA https://search.ebscohost.com/login.aspx?direct=true&scope=site&db=nlebk&AN=3177310 Volltext
spellingShingle	Benaroya, Haym Mechanical Vibration Theory and Application. Cover -- Title -- Copyright -- Preface -- Acknowledgments -- Dedication -- Contents -- Chapter 1: Introduction and Background -- 1.1 Challenges and Examples -- 1.2 Systems and Structures -- 1.3 Basic Concepts of Vibration -- 1.3.1 Modeling for Vibration -- 1.3.2 Idealization and Formulation -- 1.3.3 Inertia, Stiffness, and Damping -- 1.3.4 Properties of Keyboard Keys -- 1.3.5 Computational Aspects -- 1.3.6 Is Vibration Good or Bad? -- 1.3.7 Vibration Control -- 1.4 Types of Vibration -- 1.4.1 Motion Classification -- 1.4.2 Deterministic Approximations -- 1.4.3 Probability 1.4.4 System Model Uncertainty -- 1.4.5 Random Vibration -- 1.5 Types of System Models -- 1.5.1 Linear Approximation -- 1.5.2 Dimensionality -- 1.5.3 Discrete Models -- 1.5.4 Continuous Models -- 1.5.5 Nonlinear Models -- 1.6 Basic Dynamics -- 1.6.1 Statics and Equilibrium -- 1.6.2 The Equations of Motion -- 1.6.3 Linear Momentum and Impulse -- 1.6.4 Principles of Work and Energy -- 1.7 Units -- 1.7.1 Mars Orbiter Loss -- 1.7.2 U.S. Customary and SI Systems -- 1.7.3 The Second -- 1.7.4 Dimensional Analysis -- 1.8 Concepts Summary -- 1.9 Some Sound & Vibration Facts -- 1.10 Quotes Chapter 2: Single Degree-of-Freedom Undamped Vibration -- 2.1 Motivating Examples -- 2.1.1 Transport of a Satellite -- 2.1.2 Rocket Propulsion -- 2.2 Deterministic Modeling -- 2.2.1 Problem Idealization -- 2.2.2 Mass, Damping, and Stiffness -- 2.2.3 Deterministic Approximation -- 2.2.4 Equations of Motion -- 2.2.5 Energy Formulation -- 2.2.6 Representing Harmonic Motion -- 2.2.7 Solving the Equations of Motion -- 2.3 Undamped Free Vibration -- 2.3.1 Alternate Formulation -- 2.3.2 Phase Plane -- 2.4 Harmonically Forced Vibration -- 2.4.1 A Note on Terminology -- 2.4.2 Resonance 2.4.3 Vibration of a Structure in Water -- 2.5 Concepts Summary -- 2.6 Quotes -- 2.7 Problems -- Chapter 3: Single Degree-of-Freedom Damped Vibration -- 3.1 Overview -- 3.2 Introduction to Damping -- 3.3 Damping Models -- 3.3.1 Viscous Damping -- 3.3.2 Coulomb Damping -- 3.4 Free Vibration with Viscous Damping -- 3.4.1 Critically Damped and Overdamped Systems -- 3.4.2 Underdamped Systems -- 3.4.3 Logarithmic Decrement -- 3.4.4 Time Constants -- 3.4.5 Phase Plane -- 3.5 Free Vibration with Coulomb Damping -- 3.6 Forced Vibration with Viscous Damping -- 3.7 Forced Harmonic Vibration 3.7.1 Response to Harmonic Excitation -- 3.7.2 Harmonic Excitation in Complex Notation -- 3.7.3 Harmonic Base Excitation -- 3.7.4 Rotating Unbalance -- 3.8 Forced Periodic Vibration -- 3.8.1 Harmonic/Spectral Analysis -- 3.8.2 Fourier Series -- 3.9 Damping Loss Factor -- 3.10 Concepts Summary -- 3.11 Quotes -- 3.12 Problems -- Chapter 4: Single DOF Vibration: General Loading and Advanced Topics -- 4.1 Arbitrary Loading: Laplace Transform -- 4.2 Step Loading -- 4.3 Impulsive Loading -- 4.4 Arbitrary Loading: Convolution Integral -- 4.5 Introduction to Lagrange's Equation Vibration. http://id.loc.gov/authorities/subjects/sh85143117 Vibration. vibration (physical) aat Vibration fast
subject_GND	http://id.loc.gov/authorities/subjects/sh85143117
title	Mechanical Vibration Theory and Application.
title_auth	Mechanical Vibration Theory and Application.
title_exact_search	Mechanical Vibration Theory and Application.
title_full	Mechanical Vibration [electronic resource] : Theory and Application.
title_fullStr	Mechanical Vibration [electronic resource] : Theory and Application.
title_full_unstemmed	Mechanical Vibration [electronic resource] : Theory and Application.
title_short	Mechanical Vibration
title_sort	mechanical vibration theory and application
title_sub	Theory and Application.
topic	Vibration. http://id.loc.gov/authorities/subjects/sh85143117 Vibration. vibration (physical) aat Vibration fast
topic_facet	Vibration. vibration (physical) Vibration
url	https://search.ebscohost.com/login.aspx?direct=true&scope=site&db=nlebk&AN=3177310
work_keys_str_mv	AT benaroyahaym mechanicalvibrationtheoryandapplication AT nagurkamark mechanicalvibrationtheoryandapplication AT hanseonmi mechanicalvibrationtheoryandapplication

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