In the integrated design of complex technical systems the coupling of highly developed specialized simulation tools gets more and more important (co-simulation). The associated mathematical problem are coupled differential equations that have to be solved numerically. In the present paper we consider a waveform relaxation method for coupled mechanical multibody systems and use a pre-conditioner to guarantee convergence. The method has been applied successfully to the coupled simulation of pantograph and catenary
This thesis reports the continuing effort towards establishing a parallel numerical algorithm known ...
The field of kinematics and dynamics of mechanical systems has progressed from a manual graphics art...
To simulate coupled problems, composed of smooth and non-smooth particle subsystems, a tight, i.e. i...
The network approach to the modelling of complex technical systems results frequently is a set of di...
This paper focuses on a comparison of relaxation methods for the co-simulation schemes for coupled p...
International audienceThis paper studies a new co-simulation scheme for coupled problems that is bas...
This dissertation has two parts. The first part deals with co-simulation schemes for mechanical syst...
To couple two or more subsystem solvers in time domain, co-simulation methods are used in many field...
In this investigation, a method for solving the dynamics and control problems of multibody mechanica...
A coupling method is presented that aims at computing the dynamics of constrained mechanical systems...
Simulation in vehicle system dynamics has its historical origin in the analysis of the purely mechan...
The separate numerical simulation of interacting subsystems, i.e. the co-simulation of subsystems, i...
As shown in [8], the semismooth Newton method lacks of convergence if the parameter is not sufficien...
This thesis reports the continuing effort towards establishing a parallel numerical algorithm known ...
The field of kinematics and dynamics of mechanical systems has progressed from a manual graphics art...
To simulate coupled problems, composed of smooth and non-smooth particle subsystems, a tight, i.e. i...
The network approach to the modelling of complex technical systems results frequently is a set of di...
This paper focuses on a comparison of relaxation methods for the co-simulation schemes for coupled p...
International audienceThis paper studies a new co-simulation scheme for coupled problems that is bas...
This dissertation has two parts. The first part deals with co-simulation schemes for mechanical syst...
To couple two or more subsystem solvers in time domain, co-simulation methods are used in many field...
In this investigation, a method for solving the dynamics and control problems of multibody mechanica...
A coupling method is presented that aims at computing the dynamics of constrained mechanical systems...
Simulation in vehicle system dynamics has its historical origin in the analysis of the purely mechan...
The separate numerical simulation of interacting subsystems, i.e. the co-simulation of subsystems, i...
As shown in [8], the semismooth Newton method lacks of convergence if the parameter is not sufficien...
This thesis reports the continuing effort towards establishing a parallel numerical algorithm known ...
The field of kinematics and dynamics of mechanical systems has progressed from a manual graphics art...
To simulate coupled problems, composed of smooth and non-smooth particle subsystems, a tight, i.e. i...