镁合金析出强化中几何与本征贡献的解耦: 离散位错动力学研究
DECOUPLING GEOMETRIC AND INTRINSIC CONTRIBUTIONS TO PRECIPITATION STRENGTHENING IN MAGNESIUM ALLOYS: A DISCRETE DISLOCATION DYNAMICS STUDY
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摘要: 镁合金作为轻质结构材料, 其力学性能的提升主要依赖于析出相强化机制. 然而, 由于镁基体密排六方结构的低对称性, 析出相的几何形貌、数密度、体积分数以及晶体学取向对强化效率产生复杂影响. 传统实验难以独立调控这些变量, 本文采用离散位错动力学模拟方法, 基于ParaDiS平台扩展密排六方晶格模型, 系统探究析出相的强化机制. 模拟结果表明: 在相同体积分数下, 棒状析出相比板状或球状析出相提供更强的强化效果, 这主要源于滑移面上有效障碍间距的减小; 增加数密度和体积分数可进一步提升屈服强度, 但高体积分数下存在非线性多体相互作用. 析出相本征强度影响变形机制, 从剪切机制主导过渡到绕过机制主导. 晶体学取向效应显示, 析出相形貌调控滑移系激活, 棒状相在抑制基面滑移方面更有效, 改善力学各向异性. 基于模拟数据, 本文提出的几何模型, 定量关联析出相宏观参数与微观强化增量, 与实验数据一致. 该研究可为镁合金微结构设计和性能调控提供理论指导.Abstract: Magnesium alloys, as lightweight structural materials, rely primarily on precipitation strengthening to enhance their mechanical properties. However, the low symmetry of the hexagonal close-packed (HCP) structure in magnesium matrix leads to complex influences of precipitate morphology, number density, volume fraction, and crystallographic orientation on strengthening efficiency. Traditional experiments struggle to isolate these variables. This study employs discrete dislocation dynamics simulations based on the ParaDiS platform, extended for HCP lattices, to systematically investigate precipitation strengthening mechanisms. Simulation results show that, at constant volume fraction, rod-like precipitates provide superior strengthening compared to plate-like or spherical ones, mainly due to reduced effective obstacle spacing on slip planes. Increasing number density and volume fraction further elevates yield strength, with nonlinear multi-body interactions prominent at high volume fractions. The intrinsic strength of precipitates governs deformation mechanisms, transitioning from shearing-dominated mechanism to bypassing-dominated mechanism. Crystallographic orientation effects reveal that precipitate morphology modulates slip system activation, with rod-like precipitates more effective in suppressing basal slip and mitigating mechanical anisotropy. A modified geometric model is proposed based on simulation data, quantitatively linking macroscopic precipitate parameters to microscopic strengthening increments, consistent with experimental observations. This work provides theoretical insights for optimizing precipitation strengthening in magnesium alloys.
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