Response Suppression of Multiple Hinged Floating Structures by Using Rubber Cushion

Lu, Yong; Shi, Qijia; Chen, Yuchao; Zheng, Wenhui; Zhou, Ye

doi:10.1155/2021/1208336

Cited by 1 publication

(1 citation statement)

References 18 publications

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“…Xu et al [18] used the fnite element method and a genetic algorithm to optimize the energy absorption rate of the rubber ring bufer at the junction of a locomotive under impact load. Lu et al [19] established a multidegree of the freedom dynamic model for the hinged foating structure with rubber cushion, and studied its hydrodynamic response, the results show that the strength of the rubber cushion designed meets the allowable stress of the material.…”

Section: Introductionmentioning

confidence: 99%

Impact Dynamic Analysis and Rubber Impact-Resistant Design of a Launcher

Zhao

Tong

2023

Shock and Vibration

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To study the influence of the opening process of a naval ship’s weapon launcher on the local strength of the impact-resistant structure, the load and inherent characteristics of the system were analyzed, a finite element dynamic model and theoretical Kelvin–Voigt single degree of the freedom system model were established, the dynamic response properties of the impact-resistant structure under an impact load were studied, and the impact spectrum of the system at different impact load durations was obtained. The results indicated that the first-order vibration period of the impact-resistant structure was much shorter than the impact load duration, and the dynamic amplification coefficient of the system was close to 1. Consequently, a theoretical model of a single degree of the freedom system was established, while the analytically derived displacement spectrum was consistent with the finite element calculation results. Therefore, the dynamic strength check of this impact-resistant structure could be treated as a static problem. According to the static calculation, the maximum stress of the structure occurred at the root of the base, which was 188.3 MPa, exceeds 0.3 times of the material yield stress specified in the military standard. To meet the military standard, a simplified collision model was established with the thickness of the rubber pad as the reference variable, the combined force on the bottom surface of the rubber pad was extracted, and the resulting equivalent displacement was calculated according to Hooke’s law. The range of the rubber pad thickness was determined as 11.6 mm < d < 12.5 mm to meet the military standard and not affect the normal firing of the weapon.

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Section: Introductionmentioning

confidence: 99%