摘要
无拱度桥式起重机主梁的研发对于起重行业的创新发展具有重要的意义。在复杂多变的多物理因素耦合工况下,无拱度主梁的荷载与挠度之间的关系较为复杂。在考虑温度荷载作用下,搭建了无拱度主梁桥式起重机的挠度与应力理论分析模型,并给出了相应的计算公式,探讨了在温度、跨度、起质量、宽度和高度的多物理耦合因素作用下,无拱度桥式起重机的主梁挠度与应力的变化影响规律。同时以32 t-25.5 m无拱度桥式起重机主梁为研究对象,在热-机械耦合工况下,通过理论与有限元模型仿真对比分析,验证了其理论公式的合理性。研究成果对于无拱度桥式起重机的设计研发和拱度取消安全范围制定标准提供理论指导。
The development of arch-free main girders characterized by bridge cranes are of great significance to innovation and progress of the lifting industry.The relationship between load and deflection of arch-free main girders is vitally complex under multiple physical coupling conditions.In this article,with the temperature load taken into account,the theoretical model of the arch-free main girder characterized by bridge cranes’deflection and stress is set up,and the calculation formula is worked out.The changing rule of deflection and stress with multiple physical coupling factors of temperature,span,lifting weight,as well as width and height is explored.At the same time,with the 32 t-25.5 m arch-free main girder characterized by bridge cranes taken as the research object,rationality of this theoretical formula is verified with the help of comparison among the related theories and the finite-element stimulation with thermal-mechanical coupling.These results provide theoretical guidance for design and development of arch-free bridge cranes and formulating the safety range of arch-free main girders.
作者
马兵
张璐凡
呼燕华
聂福全
周强
刘永刚
MA Bing;ZHANG Lu-fan;HU Yan-hua;NIE Fu-quan;ZHOU Qiang;LIU Yong-gang(Key Laboratory of Road Construction&Equipment of MOE,Chang’an University,Xi'an 710064;School of Mechanical and Electrical Engineering,Henan University of Technology,Zhengzhou 450001;Henan Weihua Heavy Machinery Co.,Ltd.,Changyuan 453400;Shanxi Lu’an Coal Technology Equipment Co.,Ltd.,Changzhi 046000;Shanxi Lu’an Group Yuwu Coal Industry Co.,Ltd.,Changzhi 046000)
出处
《机械设计》
CSCD
北大核心
2022年第1期49-58,共10页
Journal of Machine Design
基金
国家自然科学基金项目(51705132)
青年骨干教师培训项目的河南工业大学和河南省教育厅自然科学项目(21A460006)
河南工业大学创新基金计划和河南省科技攻关计划资助项目(202102210061)。
关键词
无拱度桥式起重机
主梁
挠度
应力
热-机械耦合
arch-free bridge crane
main girder
deflection
stress
thermal-mechanical coupling