Summary. Considering contact between bodies whose surfaces can be described by algorithmically organized asperities, e.g. after the machining processes, leads to a gen-eral problem of anisotropic frictional contact. A covariant contact description allows to generalize all contact characteristics of these surfaces into an anisotropic domain for both adhesion and sliding behavior in a straightforward form as well as to construct an eective numerical algorithm within an iterative solution scheme of a Newton's type. Numerical examples show the possibility to describe the average behavior of machined surfaces.
This contribution deals with a geometrical exact description of contact between two given surfaces w...
International audienceThis paper presents an algorithm for solving anisotropic frictional contact pr...
This book describes for the first time a simulation method for the fast calculation of contact prope...
This book contains a systematical analysis of geometrical situations leading to contact pairs -- p...
The focus of the current contribution is on the development of the unified geometrical formulation o...
A method for solving the two-dimensional (2-D) isothermal rough surface contact problem of general a...
The finite element method offers an opportunity to obtain important information by simulating metal-...
AbstractComputational contact homogenization approach is applied to study friction anisotropy result...
The contact mechanism for joint surfaces is important for predicting the loading process and dynamic...
In this paper we extend the theory of contact mechanics and rubber friction developed by one of us (...
In this paper we extend the theory of contact mechanics and rubber friction developed by one of us (...
This paper presents a general method for solving the 3D frictionless contact problem between general...
In this paper we extend the theory of contact mechanics and rubber friction developed by one of us (...
In this paper we extend the theory of contact mechanics and rubber friction developed by one of us (...
Contact problems are central to Solid Mechanics, because contact is the principal method of applying...
This contribution deals with a geometrical exact description of contact between two given surfaces w...
International audienceThis paper presents an algorithm for solving anisotropic frictional contact pr...
This book describes for the first time a simulation method for the fast calculation of contact prope...
This book contains a systematical analysis of geometrical situations leading to contact pairs -- p...
The focus of the current contribution is on the development of the unified geometrical formulation o...
A method for solving the two-dimensional (2-D) isothermal rough surface contact problem of general a...
The finite element method offers an opportunity to obtain important information by simulating metal-...
AbstractComputational contact homogenization approach is applied to study friction anisotropy result...
The contact mechanism for joint surfaces is important for predicting the loading process and dynamic...
In this paper we extend the theory of contact mechanics and rubber friction developed by one of us (...
In this paper we extend the theory of contact mechanics and rubber friction developed by one of us (...
This paper presents a general method for solving the 3D frictionless contact problem between general...
In this paper we extend the theory of contact mechanics and rubber friction developed by one of us (...
In this paper we extend the theory of contact mechanics and rubber friction developed by one of us (...
Contact problems are central to Solid Mechanics, because contact is the principal method of applying...
This contribution deals with a geometrical exact description of contact between two given surfaces w...
International audienceThis paper presents an algorithm for solving anisotropic frictional contact pr...
This book describes for the first time a simulation method for the fast calculation of contact prope...