We have numerically studied adhesive contact between a flat indenter with brush structure and an elastic half space using the boundary element method. Various surface structures with different size, number and shape of the “pillars”, as well as their distributions (regular or random) have been investigated. The results validate the theoretical prediction that the adhesive force in contact of an indenter with discontinuous areas is roughly proportional to the square root of the real contact density (“filling factor”)
The JKR-adhesive frictionless normal contact problem is solved for the flat annular and the conical ...
The JKR-adhesive frictionless normal contact problem is solved for the flat annular and the conical ...
We consider adhesive contact between a rigid sphere of radius R and a graded elastic half-space with...
We have numerically studied adhesive contact between a flat indenter with brush structure and an ela...
We have numerically studied adhesive contact between a flat indenter with brush structure and an ela...
The adhesive contact between a rough brush-like structure and an elastic half-space is numerically s...
The strength of an adhesive contact between two bodies can strongly depend on the macroscopic and mi...
Adhesive contact between a flat brush structure with deformable microfibrils and an elastic half spa...
Using the concept of stress intensity factors, we suggest a way to include adhesion into boundary el...
We consider analytical, numerical, and experimental approaches developed to describe the mechanical ...
Approximate solution by Johnson and Greenwood (2005) for an adhesive contact of an ellipsoid and an ...
This article may be downloaded for personal use only. Any other use requires prior permission of the...
Summary The JKR and the DMT theories of adhesive contact are developed to describe contact between a...
The adhesive contact between a parabolic indenter with superimposed roughness and an elastic half sp...
We report a series of experiments on the indentation of steel indenters into a soft layer of transpa...
The JKR-adhesive frictionless normal contact problem is solved for the flat annular and the conical ...
The JKR-adhesive frictionless normal contact problem is solved for the flat annular and the conical ...
We consider adhesive contact between a rigid sphere of radius R and a graded elastic half-space with...
We have numerically studied adhesive contact between a flat indenter with brush structure and an ela...
We have numerically studied adhesive contact between a flat indenter with brush structure and an ela...
The adhesive contact between a rough brush-like structure and an elastic half-space is numerically s...
The strength of an adhesive contact between two bodies can strongly depend on the macroscopic and mi...
Adhesive contact between a flat brush structure with deformable microfibrils and an elastic half spa...
Using the concept of stress intensity factors, we suggest a way to include adhesion into boundary el...
We consider analytical, numerical, and experimental approaches developed to describe the mechanical ...
Approximate solution by Johnson and Greenwood (2005) for an adhesive contact of an ellipsoid and an ...
This article may be downloaded for personal use only. Any other use requires prior permission of the...
Summary The JKR and the DMT theories of adhesive contact are developed to describe contact between a...
The adhesive contact between a parabolic indenter with superimposed roughness and an elastic half sp...
We report a series of experiments on the indentation of steel indenters into a soft layer of transpa...
The JKR-adhesive frictionless normal contact problem is solved for the flat annular and the conical ...
The JKR-adhesive frictionless normal contact problem is solved for the flat annular and the conical ...
We consider adhesive contact between a rigid sphere of radius R and a graded elastic half-space with...