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反应容器转轮超静定支撑系统的载荷分析OA

Load Analysis of Statically Indeterminate Support Systems for Reaction Vessel Wheels

中文摘要英文摘要

转轮支撑结构是后处理反应容器的重要组成部分,为提高反应容器的安全强度,该支撑系统采用超静定结构,针对支撑辊子的强度和系统的均载性问题,本文基于能量法,引入拉格朗日乘数,结合能量守恒定律解算各辊子上的法向力,进而求解出弯曲应力和接触应力;建立简易三维模型,使用有限元软件分析各辊子的应力分布和变化规律,并通过实验对结果进行验证;定义载荷分配系数,通过 SPSSAU分析得出各制造误差对载荷分配系数的影响规律.结果表明:辊子的最大弯曲应力为 42 MPa,远小于材料屈服强度;有限元结果与理论结果的最大误差约为 8%,并通过辊子的应变实验验证该方法的准确性;载荷分配系数与辊子弧面曲率半径呈负相关,与转轮弧面曲率半径呈正相关.

The support structure of wheels is an important component of post-treatment reaction vessels.To improve the safety strength of the reaction vessels,the support system adopts a statically indeterminate structure.In view of the strength of supporting rollers and load-bearing characteristics of the system,based on the energy method,Lagrange multipliers were introduced and the law of energy conservation was combined to calculate the normal forces on each roller,thus solving the bending stress and contact stress.A simple 3D model was built,and by adopting finite element software,the stress distribution and variation laws of each roller were analyzed,with the results verified via experiments.The load distribution factor was defined,and the influence laws of manufacturing errors on the load distribution factor were analyzed by utilizing SPSSAU.The results show that the maximum bending stress of the roller is 42 MPa,which is much smaller than the yield strength of the material.The maximum error between the finite element simulation results and theoretical results is about 8%,and the accuracy of the proposed method was verified by strain experiments on rollers.The load distribution factor negatively correlates with the curvature radius of the roller surface,and positively correlates with the curvature radius of the wheel surface.

彭先龙;郭蓉;胡锡文;徐磊;刘忠亮

西安科技大学机械工程学院,陕西 西安 710054西安科技大学机械工程学院,陕西 西安 710054中国核电工程有限公司,北京 100000中国核电工程有限公司,北京 100000中国核电工程有限公司,北京 100000

机械制造

超静定结构能量法拉格朗日乘数应力有限元载荷分配

statically indeterminate structureenergy methodLagrange multiplierstressfinite elementload distribution

《西南交通大学学报》 2026 (2)

317-328,12

乏燃料后处理科研专项(KY22002)

10.3969/j.issn.0258-2724.20240145

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