双线系梁的空间移动

IF 1.2 Q3 ENGINEERING, MECHANICAL
Alexander N. Stadnik, Sergii Podlesny, Svitlana Kaporovych, O. Kabatskyi
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引用次数: 0

摘要

研究了“电车-梁”机械系统空间运动的复杂问题。考虑三个阶段:1)梁在双线悬架上向可移动小车移动;2)悬架一根分支断裂后梁的运动;3)悬架第二分支断裂后梁的运动。该研究通过为系统运动的每个阶段建立数学模型,然后使用计算机代数进行数值实验来进行。在系统移动的第一和第二阶段计算绳索的张力。它们的极值是确定的。所得结果将用于系统的进一步研究,以减小钢丝绳的张力和振荡幅度,防止事故的发生。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Spatial transportation of the beam on a bifilar fastening
The complex problem of the spatial motion of the "trolley-beam" mechanical system is investigated. Three stages are considered: 1) movement of the beam on a bifilar suspension to the movable trolley; 2) movement of the beam after the breakage of one branch of the suspension; 3) movement of the beam after the breakage of the second branch of the suspension. The study was carried out by creating mathematical models for each stage of the system movement and then conducting a numerical experiment using computer algebra. The tension of the ropes is calculated at the first and second stages of the system movement. Their extreme values are determined. The obtained results will be used in the further study of the system to reduce the tension of the rope and oscillation amplitude and to prevent accidents.
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来源期刊
FME Transactions
FME Transactions ENGINEERING, MECHANICAL-
CiteScore
3.60
自引率
31.20%
发文量
24
审稿时长
12 weeks
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