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In this work, a three-dimensional model for liquid-mediated adhesion between two rough surfaces is presented.
Quantification of interfacial interactions between two rough surfaces represents one of the most pressing requirements for membrane fouling prediction and control in membrane bioreactors (MBRs).
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Our compressive-vacuum hypothesis of friction for such configuration is discussed as follows: When two rough surfaces are pressed together, the initial contact occurs between peaks of the roughness.
The flexible joint interfaces with random topography are re-constructed by data point cloud obtained by experimental measurements and a contact model between two rough random surfaces is established.
We present a newly developed approach for the calculation of interfacial stiffness and contact area evolution between two rough bodies exhibiting self-affine surface structures.
Thereafter, a new method involving surface element integration (SEI) method, differential geometry and composite Simpson's rule was proposed to quantify the interfacial interactions between the two constructed rough surfaces.
We study the magnetic flux landscape in YBa2Cu3O7−x thin films as a two dimensional rough surface.
Temporizing steps such as injecting lubricants appear to help by reducing the friction between the rough surfaces.
Understanding contact between rough surfaces is of critical importance to the design of many engineering applications.
The incremental compliances, normal and tangential, of an interface between rough surfaces are considered.
The solvation pressure between rough surfaces, such as lipid bilayers, has been shown previously to decay exponentially with distance between surfaces.
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