正弦振动条件下支撑管道的动载荷特性研究

Ryuya Shimazu, I. Tamura, S. Matsuura, M. Sakai, Yohei Ono
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引用次数: 0

摘要

通过振动作用于结构上的荷载可分为荷载控制荷载和位移控制荷载。结构在地震荷载作用下的实际弹塑性行为尚不完全清楚,地震作用于结构的荷载分类也不清楚。载荷等级不同,其破坏模式也不同,因此明确结构所受载荷的等级对结构的设计是有帮助的。本研究阐明了弹塑性响应下结构的实际载荷分类。以正弦波为输入进行振动试验,得到了管道支架屈曲和疲劳破坏时的弹塑性特性。从试验结果的时程数据包络中得到了最大恢复力和最大变形关系。此外,还表明,即使在屈曲和疲劳的情况下,也可以从最大力-变形图中确定载荷的分类。在最大力-变形图中,当动态恢复力与静态恢复力的比值变化较小时,由于结构的恢复力随输入波的变化而变化,因此对结构施加载荷控制载荷。而当动响应位移与静响应位移之比变化较小时,由于结构的响应位移随输入波的变化而变化,因此对结构施加位移控制荷载。
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Characteristics of Dynamic Loading Obtained From Braced Piping Support Under Sinusoidal Shaking Condition
Loads applied to structures by means of vibration can be classified into load-controlled and displacement-controlled loads. The realistic elastic-plastic behavior of structures subjected to seismic loads is not fully understood, and the classification of the load applied to structures by means of earthquakes is unclear. The failure mode differs depending on the load classification, and thus clarifying the classification of the load applied to the structure is useful for designing the structure. This study clarified the realistic load classification of structures under an elastic-plastic response. Vibration tests were conducted using sinusoidal waves as inputs, and the elastic-plastic behavior of the piping supports undergoing buckling or fatigue failure was obtained. The maximum restoring force and the maximum deformation relationship were obtained from the envelope of the time history data of the test results. In addition, it was shown that the classification of the load could be determined from the maximum force-deformation diagram, even in cases involving buckling and fatigue. In the maximum force-deformation diagram, when the change in the ratio of dynamic restoring force to static restoring force is small, a load-controlled load is applied to the structure because the restoring force of the structure follows the change in the input wave. By contrast, when the change in the ratio of dynamic response displacement to static displacement is small, a displacement-controlled load is applied to the structure because the response displacement of the structure follows the change in the input wave.
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