Add to ORKGThe JKR and the DMT theories of adhesive contact are developed to describe contact between an indenter and an elastic sample, when the distances between the surfaces are described as monomial functions of arbitrary degrees. The results are applied to depth-sensing nanoindentation of soft and hard materials by indenters of non-ideal shapes
Work of adhesion is the crucial material parameter for application of theories of adhesive contact. ...
In this paper, three-dimensional exact solutions of adhesive contact between a pre-deformed compress...
The JKR (Johnson-Kendall-Roberts) problem of adhesive contact between elastic spheres is an example ...
Summary The JKR and the DMT theories of adhesive contact are developed to describe contact between a...
The JKR and the DMT theories of adhesive contact are developed to describe contact between an indent...
Depth-sensing indentation experiments are a very important tool for estimating mechanical properties...
Connections between the Hertz-type contact problems and depth-sensing indentation of materials are s...
Using the connection between depth-sensing indentation by spherical indenters and mechanics of adhes...
The Hertz type contact problems and the analytical treatment of depth-sensing nanoindentation are un...
An overview of development of indentation techniques and connections between contact mechanics and m...
Fundamental relations for depth-sensing nanoindentation are derived for indenters of various shapes ...
Nanoindentation techniques provide a unique opportunity to obtain mechanical properties of materials...
Depth sensing indentations are indentation experiments in which the load and the displace-ment of a ...
We show how the values of the effective elastic modulus of contacting solids and the work of adhesio...
Work of adhesion is the crucial material parameter for application of theories of adhesive contact. ...
In this paper, three-dimensional exact solutions of adhesive contact between a pre-deformed compress...
The JKR (Johnson-Kendall-Roberts) problem of adhesive contact between elastic spheres is an example ...
Summary The JKR and the DMT theories of adhesive contact are developed to describe contact between a...
The JKR and the DMT theories of adhesive contact are developed to describe contact between an indent...
Depth-sensing indentation experiments are a very important tool for estimating mechanical properties...
Connections between the Hertz-type contact problems and depth-sensing indentation of materials are s...
Using the connection between depth-sensing indentation by spherical indenters and mechanics of adhes...
The Hertz type contact problems and the analytical treatment of depth-sensing nanoindentation are un...
An overview of development of indentation techniques and connections between contact mechanics and m...
Fundamental relations for depth-sensing nanoindentation are derived for indenters of various shapes ...
Nanoindentation techniques provide a unique opportunity to obtain mechanical properties of materials...
Depth sensing indentations are indentation experiments in which the load and the displace-ment of a ...
We show how the values of the effective elastic modulus of contacting solids and the work of adhesio...
Work of adhesion is the crucial material parameter for application of theories of adhesive contact. ...
In this paper, three-dimensional exact solutions of adhesive contact between a pre-deformed compress...
The JKR (Johnson-Kendall-Roberts) problem of adhesive contact between elastic spheres is an example ...