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Using this approach, the behaviour of rough surfaces can be assessed with a deterministic description of the surface, and contact stresses include valid adhesive interactions between all non-contacting surface nodes.
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An analogous relation is derived that is valid for adhesive (no-slip) contact.
The relation is valid for adhesives with brittle elastic behaviour and highly resistant adherends.
However, these equations are valid for the specific adherend-adhesive combinations i.e. Aluminium AA6061 and araldite® 2015 adhesive only.
However, this equation is valid specifically for the adherend-adhesive combinations of AA6061, AA7075 and AISI 1080 steel with A1 and A2 adhesives only.
If the coupling amplitude is below 65% (red) the corresponding adhesive evaluation is not valid.
The analysis is also valid for unbalanced joints and the adhesive thickness is taken into account in the model.
The formula is valid for epoxy/ceramic composites used as adhesive in special applications in oil and gas industry and highly resistant metallic adherends.
In cases where a class V filling is indicated, an adhesive filling is a valid option.
The constant advances of adhesive materials jeoperdize the execution of valid long-term clinical studies, demanding evidence from in vitro studies that simulate the oral conditions [16].
Based on the IDMT single-asperity model, adhesive rough surface contact models have also been developed, which are valid for elastic and elastic plastic contact conditions.
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