首页> 外文会议>Eleventh International Conference on Adaptive Structures and Technologies: New Ere, New Areas, and New Directions Oct 23-26, 2000 Nagoya, Japan >DECENTRALIZED STATIC SHAPE CONTROL OF LARGE-SCALED GEOMETRY ADAPTIVE TRUSS BY TWO-PERSON GAME APPROACH
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DECENTRALIZED STATIC SHAPE CONTROL OF LARGE-SCALED GEOMETRY ADAPTIVE TRUSS BY TWO-PERSON GAME APPROACH

机译:两人博弈的大几何自适应桁架分散静态形状控制

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摘要

The geometry adaptive truss (GAT) is a structural system with hyper-redundant kinematic degrees of freedom (DOFs) in general and the redundancy is an important feature in the geometry adaptation to its structural mission and/or environment. The static control of geometrical shape becomes a key problem for the geometry adaptation. The increase of the number of kinematic DOFs is beneficial for the flexibility and dexterity of the geometry adaptation, but it makes the size of shape control problem larger at the same time. The decentralization is a promising approach to overcome such a difficulty due to the large problem size. In this study, the shape control problem of large-scaled GAT is reduced to a collection of two-person games defined for the individual of truss modules, and formulated as multi-objective min-max problems in a decentralized manner. Numerical studies are conducted for a backyard structure application and the effectiveness of the proposed approach is demonstrated.
机译:几何自适应桁架(GAT)通常是具有超冗余运动学自由度(DOF)的结构系统,并且冗余度是几何适应其结构任务和/或环境的重要特征。几何形状的静态控制成为几何适应的关键问题。运动自由度数量的增加有利于几何适应的灵活性和灵巧性,但同时也使形状控制问题的规模变大。由于问题规模大,分散是克服这种困难的一种有前途的方法。在这项研究中,大规模GAT的形状控制问题被简化为针对各个桁架模块定义的两人游戏集合,并以分散的方式表述为多目标最小-最大问题。对后院结构应用进行了数值研究,并证明了该方法的有效性。

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