The Resource Analytical fracture mechanics, David J. Unger, (electronic resource/)
Analytical fracture mechanics, David J. Unger, (electronic resource/)
Resource Information
The item Analytical fracture mechanics, David J. Unger, (electronic resource/) represents a specific, individual, material embodiment of a distinct intellectual or artistic creation found in Old Colony Library Network.This item is available to borrow from 3 library branches.
Resource Information
The item Analytical fracture mechanics, David J. Unger, (electronic resource/) represents a specific, individual, material embodiment of a distinct intellectual or artistic creation found in Old Colony Library Network.
This item is available to borrow from 3 library branches.
 Summary
 Fracture mechanics is an interdisciplinary subject that predicts the conditions under which materials fail due to crack growth. It spans several fields of interest including: mechanical, civil, and materials engineering, applied mathematics and physics. This book provides detailed coverage of the subject not commonly found in other texts. Analytical Fracture Mechanics contains the first analytical continuation of both stress and displacement across a finitedimensional, elasticplastic boundary of a mode I crack problem. The book provides a transition model of crack tip plasticitythat has important implications regarding failure bounds for the mode III fracture assessment diagram. It also presents an analytical solution to a true moving boundary value problem for environmentally assisted crack growth and a decohesion model of hydrogen embrittlement that exhibits all three stages of steadystate crack propagation. The text will be of great interest to professors, graduate students, and other researchers of theoretical and applied mechanics, and engineering mechanics and science. Key Features * Presents the only analytical proven solution technique amenable to the secondorder nonlinear partial differential equation governing a mode I elastoplastic crack problem * Places emphasis on the near crack tip partial differential equations governing plasticity and process zone theory in environmental cracking phenomena * Provides fundamental solutions of linear elastic fracture mechanics * Explains how transportcontrolled stage II environmental crack growth can be mapped onto the classic Stefan problem * Predicts failure curves on fracture assessment diagram for mode III crack problem as transition occurs from plastic strip to finitedimensional plastic zone * Gives a summary of pertinent equations of linear elasticity and plasticity
 Language
 eng
 Extent
 1 online resource (access may be restricted)
 Contents

 Introduction. Equations of Continuum Mechanics. Equations of Elasticity. Equations of Plasticity. Plane Problems of Elasticity Theory. Linear Elastic Fracture Mechanics. Strip Models of Crack Tip Plasticity. Exact Elastoplastic Solutions for Mode III. Plane Strain Problems Involving Plastic Theory. Plane Stress Problems Involving Plastic Material. Numerical Solutions of the Mode I Elastoplastic Problem. Miscellaneous Mathematical Topics. On The Continuance of an Analytical Solution across the ElasticPlastic Boundary of a Mode I Fracture Mechanics Problem: Elastoplastic Stress Analyses for Modes I and III. Developable Surfaces. Strain Rates for Plane Stress under the Tresca Yield Condition. Mode I Displacements. Speculations Concerning an Analytical Mode I Elastoplastic Solution. Plastic Zone Transitions: A FiniteWidth Dugdale Zone Model for Mode III. An EnergyDissipation Analysis for the Transition Model. Effective Crack Length for the Transition Model. Fracture Assessment Diagrams. Environmental Cracking: HydrogenAssisted Cracking. Analysis for Impending HydrogenAssisted Crack Propagation. A Modified Stefan Problem Related to Stress Corrosion Cracking. SmallScale Yielding versus Exact Linear Elastic Solutions: The Fundamental Modes of Fracture. ElasticPlastic Loci as Predicted by Linear Elastic Fracture Mechanics. Inverse Cassinian Oval Coordinates for Mode III. References. Subject Index.
 Introduction. On The Continuance of an Analytical Solution Across the ElasticPlastic Boundary of a Mode I Fracture Mechanics Problem. Plastic Zone Transitions. Environmental Cracking. SmallScale Yielding versus Exact Linear Elastic Solutions. Reference. Subject Index
 Label
 Analytical fracture mechanics
 Title
 Analytical fracture mechanics
 Statement of responsibility
 David J. Unger
 Language
 eng
 Summary
 Fracture mechanics is an interdisciplinary subject that predicts the conditions under which materials fail due to crack growth. It spans several fields of interest including: mechanical, civil, and materials engineering, applied mathematics and physics. This book provides detailed coverage of the subject not commonly found in other texts. Analytical Fracture Mechanics contains the first analytical continuation of both stress and displacement across a finitedimensional, elasticplastic boundary of a mode I crack problem. The book provides a transition model of crack tip plasticitythat has important implications regarding failure bounds for the mode III fracture assessment diagram. It also presents an analytical solution to a true moving boundary value problem for environmentally assisted crack growth and a decohesion model of hydrogen embrittlement that exhibits all three stages of steadystate crack propagation. The text will be of great interest to professors, graduate students, and other researchers of theoretical and applied mechanics, and engineering mechanics and science. Key Features * Presents the only analytical proven solution technique amenable to the secondorder nonlinear partial differential equation governing a mode I elastoplastic crack problem * Places emphasis on the near crack tip partial differential equations governing plasticity and process zone theory in environmental cracking phenomena * Provides fundamental solutions of linear elastic fracture mechanics * Explains how transportcontrolled stage II environmental crack growth can be mapped onto the classic Stefan problem * Predicts failure curves on fracture assessment diagram for mode III crack problem as transition occurs from plastic strip to finitedimensional plastic zone * Gives a summary of pertinent equations of linear elasticity and plasticity
 Cataloging source
 OPELS
 Dewey number
 620.1/126
 Illustrations

 illustrations
 plates
 Index
 index present
 LC call number
 TA409
 LC item number
 .U64 1995eb
 Literary form
 non fiction
 Nature of contents

 dictionaries
 bibliography
 Label
 Analytical fracture mechanics, David J. Unger, (electronic resource/)
 Bibliography note
 Includes bibliographical references (pages 285292) and index
 Carrier category
 online resource
 Carrier category code
 cr
 Carrier MARC source
 rdacarrier
 Color
 multicolored
 Content category
 text
 Content type code
 txt
 Content type MARC source
 rdacontent
 Contents
 Introduction. Equations of Continuum Mechanics. Equations of Elasticity. Equations of Plasticity. Plane Problems of Elasticity Theory. Linear Elastic Fracture Mechanics. Strip Models of Crack Tip Plasticity. Exact Elastoplastic Solutions for Mode III. Plane Strain Problems Involving Plastic Theory. Plane Stress Problems Involving Plastic Material. Numerical Solutions of the Mode I Elastoplastic Problem. Miscellaneous Mathematical Topics. On The Continuance of an Analytical Solution across the ElasticPlastic Boundary of a Mode I Fracture Mechanics Problem: Elastoplastic Stress Analyses for Modes I and III. Developable Surfaces. Strain Rates for Plane Stress under the Tresca Yield Condition. Mode I Displacements. Speculations Concerning an Analytical Mode I Elastoplastic Solution. Plastic Zone Transitions: A FiniteWidth Dugdale Zone Model for Mode III. An EnergyDissipation Analysis for the Transition Model. Effective Crack Length for the Transition Model. Fracture Assessment Diagrams. Environmental Cracking: HydrogenAssisted Cracking. Analysis for Impending HydrogenAssisted Crack Propagation. A Modified Stefan Problem Related to Stress Corrosion Cracking. SmallScale Yielding versus Exact Linear Elastic Solutions: The Fundamental Modes of Fracture. ElasticPlastic Loci as Predicted by Linear Elastic Fracture Mechanics. Inverse Cassinian Oval Coordinates for Mode III. References. Subject Index.  Introduction. On The Continuance of an Analytical Solution Across the ElasticPlastic Boundary of a Mode I Fracture Mechanics Problem. Plastic Zone Transitions. Environmental Cracking. SmallScale Yielding versus Exact Linear Elastic Solutions. Reference. Subject Index
 Control code
 ocn162129127
 Dimensions
 unknown
 Extent
 1 online resource (access may be restricted)
 Form of item
 online
 Governing access note
 Access restricted to subscribing institution
 Media category
 computer
 Media MARC source
 rdamedia
 Media type code
 c
 Note
 eBooks on EBSCOhost
 Specific material designation
 remote
 Stock number
 81799:81799
 Label
 Analytical fracture mechanics, David J. Unger, (electronic resource/)
 Bibliography note
 Includes bibliographical references (pages 285292) and index
 Carrier category
 online resource
 Carrier category code
 cr
 Carrier MARC source
 rdacarrier
 Color
 multicolored
 Content category
 text
 Content type code
 txt
 Content type MARC source
 rdacontent
 Contents
 Introduction. Equations of Continuum Mechanics. Equations of Elasticity. Equations of Plasticity. Plane Problems of Elasticity Theory. Linear Elastic Fracture Mechanics. Strip Models of Crack Tip Plasticity. Exact Elastoplastic Solutions for Mode III. Plane Strain Problems Involving Plastic Theory. Plane Stress Problems Involving Plastic Material. Numerical Solutions of the Mode I Elastoplastic Problem. Miscellaneous Mathematical Topics. On The Continuance of an Analytical Solution across the ElasticPlastic Boundary of a Mode I Fracture Mechanics Problem: Elastoplastic Stress Analyses for Modes I and III. Developable Surfaces. Strain Rates for Plane Stress under the Tresca Yield Condition. Mode I Displacements. Speculations Concerning an Analytical Mode I Elastoplastic Solution. Plastic Zone Transitions: A FiniteWidth Dugdale Zone Model for Mode III. An EnergyDissipation Analysis for the Transition Model. Effective Crack Length for the Transition Model. Fracture Assessment Diagrams. Environmental Cracking: HydrogenAssisted Cracking. Analysis for Impending HydrogenAssisted Crack Propagation. A Modified Stefan Problem Related to Stress Corrosion Cracking. SmallScale Yielding versus Exact Linear Elastic Solutions: The Fundamental Modes of Fracture. ElasticPlastic Loci as Predicted by Linear Elastic Fracture Mechanics. Inverse Cassinian Oval Coordinates for Mode III. References. Subject Index.  Introduction. On The Continuance of an Analytical Solution Across the ElasticPlastic Boundary of a Mode I Fracture Mechanics Problem. Plastic Zone Transitions. Environmental Cracking. SmallScale Yielding versus Exact Linear Elastic Solutions. Reference. Subject Index
 Control code
 ocn162129127
 Dimensions
 unknown
 Extent
 1 online resource (access may be restricted)
 Form of item
 online
 Governing access note
 Access restricted to subscribing institution
 Media category
 computer
 Media MARC source
 rdamedia
 Media type code
 c
 Note
 eBooks on EBSCOhost
 Specific material designation
 remote
 Stock number
 81799:81799
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Massasoit Community College Brockton CampusBorrow it1 Massasoit Blvd., Brockton, MA, 02301, US42.07562679999999 70.99027629999999

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