基于X射线衍射的残余应力测量多参数协同作用机制研究

Multiparameter Synergistic Mechanisms of Residual Stress Measurement Based on X-ray Diffraction

  • 摘要: X射线衍射应力测量法因其非破坏性、高精度和广泛适用性而备受关注。然而,其测量参数的优化匹配机制长期以来缺乏系统性研究。本研究通过构建多参数耦合分析策略,首次系统揭示了扫描峰位、扫描步长及sin2ψ测量点数量等关键参数对残余应力测试精度的协同作用机制。实验研究表明,扫描峰位选择存在显著的角度效应,当采用137.282°的高角度衍射峰时,其应力计算误差较常规角度降低约87.64%,这源于高角度区2θ对晶面间距变化更高的灵敏度。扫描步长的优化呈现双因素制约特征,0.03°的步长虽可获得最优的峰形拟合度(R2 > 0.92784),但需权衡测试效率与噪声干扰的平衡关系。创新性地建立了sin2ψ法最小数据点判据策略,当sin2ψ测量点达到7个时,应力误差可稳定控制在± 5.7 MPa以内,这为快速检测提供了理论依据。本研究突破传统单参数优化模式,提出多参数协同优化策略,为X射线衍射残余应力测量领域提供了重要的理论支撑和技术范式。

     

    Abstract: X-ray diffraction (XRD) stress measurement has attracted much attention because of its non-destructive nature, high accuracy, and wide applicability. However, the optimization and matching mechanism of its measurement parameters has been lacking for a long time. By constructing a multi-parameter coupling analysis strategy, this study systematically reveals the synergistic mechanism of key parameters such as scanning peak, scanning step, and sin2ψ measuring points on residual stress measurement accuracy for the first time. The experimental results indicate that there is a significant angle effect in the selection of the scanning peak position. When the high-angle diffraction peak of 137.282° is used, the stress calculation error is reduced by 87.64% compared with the conventional angle, which is due to the higher sensitivity of the high-angle 2θ region to the change of crystal plane spacing. The optimization of scanning step size is characterized by two-factor constraints. Although the optimal peak shape fitting degree (R2 > 0.92784) can be obtained with the step size of 0.03°, the balance between test efficiency and noise interference needs to be weighed. The minimum data point criterion strategy of sin2ψ method is innovatively established. When the sin2ψ measurement points reach 7, the stress error can be stably controlled within ± 5.7 MPa, which provides a theoretical basis for rapid detection. This study breaks through the traditional single-parameter optimization model and proposes a multi-parameter cooperative optimization strategy, which provides important theoretical support and technical paradigm for the X-ray diffraction residual stress measurement.

     

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