Half-plane partial slip contact problems with a constant normal load subject to a shear force and differential bulk tension

This article provides a new form of solution to half-plane contact problems in partial slip where a normal load has been applied, held constant and is subsequently loaded with both a shear force and differential bulk tension. It uses a formulation where a displacement correction is made to the fully...

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Bibliographic Details
Main Authors: Moore, MR, Ramesh, R, Hills, DA, Barber, JR
Format: Journal article
Published: Elsevier 2018
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author Moore, MR
Ramesh, R
Hills, DA
Barber, JR
author_facet Moore, MR
Ramesh, R
Hills, DA
Barber, JR
author_sort Moore, MR
collection OXFORD
description This article provides a new form of solution to half-plane contact problems in partial slip where a normal load has been applied, held constant and is subsequently loaded with both a shear force and differential bulk tension. It uses a formulation where a displacement correction is made to the fully stuck solution. An approximate solution is used to study an isolated contact edge, which employs an asymptotic solution to each edge of the contact. A comparison of the approximation with the exact solution is given to show the range of loading where the asymptotic solution gives good results.
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spelling oxford-uuid:e2f46427-22fe-4b4c-9937-11fffdfdb8742022-03-27T10:05:27ZHalf-plane partial slip contact problems with a constant normal load subject to a shear force and differential bulk tensionJournal articlehttp://purl.org/coar/resource_type/c_dcae04bcuuid:e2f46427-22fe-4b4c-9937-11fffdfdb874Symplectic Elements at OxfordElsevier2018Moore, MRRamesh, RHills, DABarber, JRThis article provides a new form of solution to half-plane contact problems in partial slip where a normal load has been applied, held constant and is subsequently loaded with both a shear force and differential bulk tension. It uses a formulation where a displacement correction is made to the fully stuck solution. An approximate solution is used to study an isolated contact edge, which employs an asymptotic solution to each edge of the contact. A comparison of the approximation with the exact solution is given to show the range of loading where the asymptotic solution gives good results.
spellingShingle Moore, MR
Ramesh, R
Hills, DA
Barber, JR
Half-plane partial slip contact problems with a constant normal load subject to a shear force and differential bulk tension
title Half-plane partial slip contact problems with a constant normal load subject to a shear force and differential bulk tension
title_full Half-plane partial slip contact problems with a constant normal load subject to a shear force and differential bulk tension
title_fullStr Half-plane partial slip contact problems with a constant normal load subject to a shear force and differential bulk tension
title_full_unstemmed Half-plane partial slip contact problems with a constant normal load subject to a shear force and differential bulk tension
title_short Half-plane partial slip contact problems with a constant normal load subject to a shear force and differential bulk tension
title_sort half plane partial slip contact problems with a constant normal load subject to a shear force and differential bulk tension
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AT rameshr halfplanepartialslipcontactproblemswithaconstantnormalloadsubjecttoashearforceanddifferentialbulktension
AT hillsda halfplanepartialslipcontactproblemswithaconstantnormalloadsubjecttoashearforceanddifferentialbulktension
AT barberjr halfplanepartialslipcontactproblemswithaconstantnormalloadsubjecttoashearforceanddifferentialbulktension