电解铝车间通廊处轨道提升机组的设计与研究
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沈阳铝镁设计研究院有限公司, 辽宁 沈阳 110001

作者简介:

卢延峰(1983—),男,吉林临江人,高级工程师,硕士,主要从事电解铝设计及相关工作,现任沈阳铝镁设计研究院有限公司海外业务中心副经理。

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TF821

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Design and research on track lifting unit in corridor of the electrolytic aluminum workshop
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Shenyang Aluminum and Magnesium Engineering and Research Institute Co., Ltd., Shenyang 110001 , China

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    摘要:

    本研究针对电解铝车间通廊处设置的轨道提升机组,在非集中大修时多功能天车在其上通行,而在集中大修时需将其提升一定的高度2种特定状态,进行了结构设计与优化分析。考虑到天车每侧端梁处的4个轮子轮距不等、载荷不对称的特点,本文运用函数解析法的最大值原理,确定了机组承受最大弯矩的位置及相应的计算公式,为设计中最危险截面的识别提供了理论依据。进一步结合挠曲梁受力分析与二阶非线性微分方程的极小值求解,推导出2个动滑轮的最佳安装位置,即当l/L=0.551时,在自重载荷作用下,采用相同材料和惯性矩的梁其变形量达到最小,有效减少了弯曲疲劳破坏。本研究提出的计算公式和设计方法对类似机构的设计计算具有参考价值。

    Abstract:

    This study addresses the structural design and optimization of rail lifting units installed in the corridor of an electrolytic aluminum workshop. The design considerations include the necessity for a multi-functional crane to pass during non-centralized overhauls and the requirement to lift the units during centralized overhauls. Given the characteristics of unequal wheel spacing and asymmetric load distribution at each end beam of the crane, the maximum value principle of functional analysis is applied to determine the position of maximum bending moment and the corresponding calculation formula, providing a theoretical basis for identifying the most critical section in the design. Furthermore, by combining flexural beam stress analysis with the solution of the minimum value of a second-order nonlinear differential equation, the optimal installation positions for the two dynamic pulleys are derived. Specifically, when l/L=0.551, the deformation of beams made from the same material and with the same moment of inertia is minimized under self-weight load, effectively reducing bending fatigue damage. The calculation formulas and design methods proposed in this study offer valuable references for the design and calculation of similar structures.

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引用本文

卢延峰.电解铝车间通廊处轨道提升机组的设计与研究[J].有色设备,2025,39(1):63-68.

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  • 收稿日期:2024-10-26
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  • 在线发布日期: 2025-11-13
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