材料科学
残余应力
曲率
变形(气象学)
复合材料
残余物
变量(数学)
结构工程
机械工程
几何学
数学分析
计算机科学
工程类
算法
数学
作者
Xiaohui Jiang,Fupin Hu,Chongjun Wu,Chao Luo,Zhijian Lin,Ermakov Boris Sergeevich
标识
DOI:10.1016/j.jmapro.2025.02.032
摘要
Complex thin-walled parts with variable curvature are crucial in aerospace, yet their manufacturing-induced residual stresses often lead to deformation, posing challenges in surface residual stress measurement and deformation prediction due to the complex geometric coordinate system. This study develops a model for predicting the distribution of subsurface residual stresses and the resulting deformation. By integrating the segmented polynomial fitting and random forest regression methods, a subsurface residual stress distribution prediction model is established and verified through experiments on machining and stress detection of such parts. Additionally, a special fixture for stress detection is designed. Based on ABAQUS software, a deformation simulation model considering residual stress is developed. Through continuous two-month monitoring of parts with different processing parameters, it is found that the simulation results align with the experimental trend, with an error range of 6.7 %–12.4 %. Eventually, a deformation prediction model based on process parameters is constructed, which can effectively predict the deformation of these parts and provides a theoretical foundation for deformation control.
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