This paper describes a new approach to optimization of linear elastic structures in frictional contact. It uses a novel method to determine an, in a specified sense, likely equilibrium state of the structure, using only the static equilibrium conditions. That is, no complex dynamic/quasi-static analyses have to be performed. The approach has the advantage that it is not necessary to know the complete load history, which is most often unknown for practical problems. To illustrate the theory, numerical results are given for the optimal design problem of sizing a truss to attain a more uniform normal contact force distribution
We consider the problem of topological optimization of a structure with frictionless unilateral cont...
AbstractThis paper describes a new approach to optimum weight design of truss structures. The force ...
grantor: University of TorontoDynamic contact problems play an important role in dictating...
This paper describes a new approach to optimization of linear elastic structures in frictional conta...
Summarization: The problem of optimal prestress stabilization of elastic structures with frictional ...
AbstractThe problem of maximization the global rigidity (measured by the compliance) of an elastic s...
Two classes of design problems are investigated for frictionless contact between two elastic bodies....
Many real structures are made up of trusses and beams as are their computational models. It may be i...
Engineering structures consist of various components, and the components interact with each other th...
An important class of structural mechanics problems deals with the stress analysis of bodies in con...
In this contribution, a dual equilibrium methodology is applied to the shape optimization of trusses...
Summarization: The shape optimization of a plane truss is attained through a simultaneous equilibrat...
I. Geometric optimization of contact problems in the presence of singularities. Starting from the id...
This paper deals with the consideration of loading uncertainties in topology optimization via a fund...
A new method of simultaneous optimization of geometry and topology is presented for plane and spatia...
We consider the problem of topological optimization of a structure with frictionless unilateral cont...
AbstractThis paper describes a new approach to optimum weight design of truss structures. The force ...
grantor: University of TorontoDynamic contact problems play an important role in dictating...
This paper describes a new approach to optimization of linear elastic structures in frictional conta...
Summarization: The problem of optimal prestress stabilization of elastic structures with frictional ...
AbstractThe problem of maximization the global rigidity (measured by the compliance) of an elastic s...
Two classes of design problems are investigated for frictionless contact between two elastic bodies....
Many real structures are made up of trusses and beams as are their computational models. It may be i...
Engineering structures consist of various components, and the components interact with each other th...
An important class of structural mechanics problems deals with the stress analysis of bodies in con...
In this contribution, a dual equilibrium methodology is applied to the shape optimization of trusses...
Summarization: The shape optimization of a plane truss is attained through a simultaneous equilibrat...
I. Geometric optimization of contact problems in the presence of singularities. Starting from the id...
This paper deals with the consideration of loading uncertainties in topology optimization via a fund...
A new method of simultaneous optimization of geometry and topology is presented for plane and spatia...
We consider the problem of topological optimization of a structure with frictionless unilateral cont...
AbstractThis paper describes a new approach to optimum weight design of truss structures. The force ...
grantor: University of TorontoDynamic contact problems play an important role in dictating...