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Staggered coordination in substructure online hybrid test on a RC frame retrofitted by BRBs

机译:在BRB的RC框架上的SubStructure在线混合测试中交错协调

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Proposed in this paper is an online hybrid test framework using a static and dynamic separated model scheme, where the equations of motion are solved by the operator-splitting (OS) algorithm, while the restoring force is obtained from a static analysis or quasi-static test of substructures. One of the keys of a successful substructure online hybrid test is the boundary coordination between the numerical and physical substructures. This is easily determined for the dynamic boundary whose displacement target is determined by the displacement predictor of the OS algorithm. However, the coordination is not straightforward for boundaries associated with static forces. This paper proposes an approximate method to determine the compatibility of the boundaries of static degrees of freedom, where the numerical substructure is analyzed first with the static boundary at the displacement of the previous step. The reaction force is then acquired from the analysis results as the target force of the corresponding degree of freedom of the physical substructure. The measured displacement is used as the target for the numerical substructure in the next step. In this procedure, the numerical substructure and the physical substructure alternatively move forward. Therefore, it is call staggered coordination. This is not a rigorous method to analyze boundary compatibility and equilibrium. However, it does make the substructure online hybrid test much easier and more feasible. Here, the staggered coordination scheme is examined by a six-story RC frame equipped with BRBs through both numerical simulation and physical testing. An energy-based index shows that the error introduced by this method can be ignored and that the proposed framework of online hybrid test works precisely without any malfunction.
机译:本文提出的是一种使用静态和动态分离的模型方案的在线混合测试框架,其中运动方程由操作员分离(OS)算法解决,而恢复力是从静态分析或准静态获得的子结构的测试。成功子结构在线混合测试的一个键之一是数值和物理子结构之间的边界协调。这容易确定其位移目标由OS算法的位移预测器确定的动态边界。然而,与与静力相关的边界不直接的协调。本文提出了一种确定静态自由度边界的兼容性的近似方法,其中首先利用前一步骤的位移处的静态边界分析数值子结构。然后从分析结果中获取反作用力作为物理下结构的相应自由度的目标力。测量的位移用作下一步骤中数值子结构的目标。在该过程中,数值子结构和物理子结构可选地向前移动。因此,它呼叫交错协调。这不是分析边界兼容性和均衡的严格方法。但是,它确实使子结构在线混合测试更容易和更可行。这里,通过配备有BRB的六层RC帧来检查交错协调方案,通过数值模拟和物理测试。基于能量的索引表明,可以忽略这种方法引入的错误,并且在没有任何故障的情况下,在线混合测试的建议框架工作正常。

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