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Titlebook: IUTAM Symposium on Multiscale Problems in Multibody System Contacts; Proceedings of the I Peter Eberhard Conference proceedings 2007 Spring

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Contact Indentations Determined by a Direct Super Finite Element Approach,]. In this paper we present something in-between analytical solutions and advanced numerical solutions; a direct numerical analysis of elastic contact without incrementation and iteration. As a short introduction the main parameters of analytical contact analysis are presented.
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Analogous Non-Smooth Models of Mechanical and Electrical Systems,ms and for ideal diodes and switches in electrical systems. The formulation of nonsmooth electrical models is demonstrated by the example of the DC-DC buck converter using the flux approach. The non-smooth electrical elements are described with set-valued branch relations in analogy with set-valued
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Numerical Modeling of Paper Machine Roll Contact with Regenerative Out-Of-Roundness Excitation,axation time of the roll cover polymer materials. The modeling of the rolls is described by multibody substructuring methodology and the polymer cover layer between the rolls in contact is modeled by contact spring reaction forces calculated according to the stiffness of the layer. The regenerative
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Discrete Element Method in Simulation of Granular Materials, problems in various fields of engineering. The method started in the 70-ies with its first application to simulate the dynamic behaviour of granular material in the work of Cundall and Strack [.]. Unlike the continuum approach, the DEM presents particulate material as an assemblage of discrete elem
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Multibody Analysis of Axially Elastic Rod Chains,uch mechanisms is a very complex one, because the rods are simultaneously in large amplitude axial motion superimposed with a small amplitude elastic wave motion. The wave motion experiences division to reflected and transmitted components at each rod-rod interface depending on the current boundary
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On a Continuous Transfer of History Variables for Frictional Contact Problems Based on Interpretatint methods to model frictional interactions. Usually the global tangent displacements are described via convective coordinates which are e.g. used in a finite element discretization of the contact surface. These displacements serve to compute the tangent tractions in the case of sticking via a regul
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