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期刊名:Multibody system dynamics

缩写:MULTIBODY SYST DYN

ISSN:1384-5640

e-ISSN:1573-272X

IF/分区:2.4/Q2

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共收录本刊相关文章索引20
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Marcel Ellenbroek,Jurnan Schilder Marcel Ellenbroek
In this work a new formulation for flexible multibody systems is presented based on the floating frame formulation. In this method, the absolute interface coordinates are used as degrees of freedom. To this end, a coordinate transformation ...
Long Wu,Paolo Tiso,Konstantinos Tatsis et al. Long Wu et al.
This paper presents a novel model order reduction technique for 3D flexible multibody systems featuring nonlinear elastic behavior. We adopt the mean-axis floating frame approach in combination with an enhanced Rubin substructuring techniqu...
Stefan Oberpeilsteiner,Thomas Lauss,Wolfgang Steiner et al. Stefan Oberpeilsteiner et al.
The adjoint method shows an efficient way to incorporate inverse dynamics to engineering multibody applications, as, e.g., parameter identification. In case of the identification of parameters in oscillating multibody systems, a combination...
Thomas Lauß,Stefan Oberpeilsteiner,Wolfgang Steiner et al. Thomas Lauß et al.
The adjoint method is an elegant approach for the computation of the gradient of a cost function to identify a set of parameters. An additional set of differential equations has to be solved to compute the adjoint variables, which are furth...
Stefan Oberpeilsteiner,Thomas Lauss,Karin Nachbagauer et al. Stefan Oberpeilsteiner et al.
We present a method for optimizing inputs of multibody systems for a subsequently performed parameter identification. Herein, optimality with respect to identifiability is attained by maximizing the information content in measurements descr...
Kurt Manal,Karin Gravare-Silbernagel,Thomas S Buchanan Kurt Manal
The real-time estimation of muscle forces could be a very valuable tool for rehabilitation. By seeing how much muscle force is being produced during rehabilitation, therapists know whether they are working within safe limits in their therap...
Abhinandan Jain Abhinandan Jain
This second, of a two part paper, uses concepts from graph theory to obtain a deeper understanding of the mathematical foundations of multibody dynamics. The first part [7] established the block-weighted adjacency (BWA) matrix structure of ...
Abhinandan Jain Abhinandan Jain
This is the first part of two papers that use concepts from graph theory to obtain a deeper understanding of the mathematical foundations of multibody dynamics. The key contribution is the development of a unifying framework that shows that...
Janzen Lo,Gang Huang,Dimitris Metaxas Janzen Lo
This paper presents an efficient optimal control and recursive dynamics-based computer animation system for simulating and controlling the motion of articulated figures. A quasi-Newton nonlinear programming technique (super-linear convergen...
E Kokkevis,D Metaxas E Kokkevis
This paper presents an efficient dynamics-based computer animation system for simulating and controlling the motion of articulated figures. A non-trivial extension of Featherstone's O(n) recursive forward dynamics algorithm is derived which...