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To eliminate this flaw, this study models the adhesive layer as two normal spring layers interconnected by a shear layer.
The classical two-parameter, elastic foundation model of adhesive joints models the adhesive layer as a layer of normal and a layer of shear springs.
This paper deals with the assessment of a new surface interaction technique that models the adhesive as a pure contact with cohesive properties.
To eliminate these flaws, the present study models the adhesive layer as a 2-D elastic continuum in which both the Hooke's law and equilibrium equations are fully satisfied.
Similar(56)
The Lennard Jones potential is used to model the adhesive force acting between the indenter and solid whilst the effects of surface adhesion are characterised using Tabor's parameter.
To model the adhesive between joint components, contact elements and cohesive zone material models are used.
This model is implemented in interface elements that are used to replace conventional continuum elements for modeling the adhesive area.
The 3-D elements consist of shell elements that represent the adherends and solid brick elements to model the adhesive.
In this model, the adhesive layer is modeled as a three parameter, elastic foundation, allowing for different peel stress values at the two adherend-adhesive interfaces.
Two numerical approaches for modeling the adhesive interface between the two discrete material phases were evaluated in terms of accuracy and efficiency in crash simulations.
In this model, the adhesive force within the cohesive zone is described by the difference between two Hertzian pressure distributions of different contact widths.
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