2021
DOI: 10.1061/(asce)em.1943-7889.0001950
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Mechanical Model and Optimization Analysis of Multiple Unidirectional Single-Particle Damper

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Cited by 11 publications
(10 citation statements)
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“…During particle collision with a controlled pipeline, the displacement-velocity trajectories of the controlled pipeline and particle form closed curves according to existing results (Masri and Caughey, 1966;He et al, 2021), as shown in Figure 4. The curve of the controlled pipeline is symmetric with respect to the plane origin, and that of the particle is approximately symmetric with respect to (d/2, 0).…”
Section: Analytical Solution Of the Mpd For Two Symmetric Impacts Per...supporting
confidence: 57%
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“…During particle collision with a controlled pipeline, the displacement-velocity trajectories of the controlled pipeline and particle form closed curves according to existing results (Masri and Caughey, 1966;He et al, 2021), as shown in Figure 4. The curve of the controlled pipeline is symmetric with respect to the plane origin, and that of the particle is approximately symmetric with respect to (d/2, 0).…”
Section: Analytical Solution Of the Mpd For Two Symmetric Impacts Per...supporting
confidence: 57%
“…In the current reports, only Jin et al (2021) designed a multi-particle damper to control vibration of aircraft pipelines, and its numerical simulation and test showed that it has a good damping effect. However, Masri (1969b), Nayeri et al (2007), and He et al (2021) have shown that the damping effect of a multi-particle damper is reduced when particles restrict each other's movement, which reduces momentum exchange efficiency between particles and the controlled structure. The type of particle dampers proposed by the above cannot be directly used for vibration control of pipeline structures.…”
Section: Introductionmentioning
confidence: 99%
“…15 Designing the particle movement distance of MUSPD, the three-story steel frame test model is first equivalent to a singledegree-of-freedom structure using its first-order mode. Subsequently, the optimal particle movement distance is calculated using the MUSPD performance optimization method proposed by He et al 30 He's approach entailed a mechanical model for MUSPD based on a single-degree-of-freedom structure, addressing analytical solutions under harmonic excitation. It was established the relationship between the optimal particle movement distance and other pertinent parameters through analytical solutions.…”
Section: Particle Movement Distance Of Each Floormentioning
confidence: 99%
“…However, significant disparities were observed in the calculated optimal particle movement distances under different ground motion types, as reported in. 30 To address this variability, NLP ground motions were selected to determine the optimal particle movement distance. Table 3 presents the optimal particle movement distances calculated under NLP ground motions.…”
Section: Particle Movement Distance Of Each Floormentioning
confidence: 99%
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