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多元非线性回归的非对称薄壁件装夹位置优化
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辽宁省自然科学基金资助项目(2014024006)


Clamping Position Optimization of Asymmetric Thin-walled Part by Multivariate Nonlinear Regression
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    摘要:

    采用Johnson-Cook动态本构和剪切失效准则,从装夹位置角度对非对称航空薄壁件加工变形问题进行研究,获得加工变形与装夹位置关系数据;利用多元非线性回归手段,得到装夹位置与加工变形的数学模型;采用全局寻优能力较强的遗传算法优化装夹位置。结果表明:采用优化后的装夹位置较大幅度的降低了加工变形,与传统装夹位置(夹紧元件均匀分布)相比,平均变形量降低62%。

    Abstract:

    Based on using the Johnson-Cook dynamic constitutive model and shear failure critera, the machining distortion problem of asymmetric thin-walled part is studied from the angle of clamping position. The data of machining distortion and clamping position were acquired. The mathematical model between them was built by multivariate nonlinear regressing. Clamping position was optimized by genetic algorithm that has a strong global searching ability. The results show that the clamping position after optimizing can greatly reduce the machining distortion, and the average distortion is reduced 62% as compared with the traditional one (uniform distribution of clamping elements).

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于金,王胤棋.多元非线性回归的非对称薄壁件装夹位置优化[J].机床与液压,2017,45(23):142-145.
. Clamping Position Optimization of Asymmetric Thin-walled Part by Multivariate Nonlinear Regression[J]. Machine Tool & Hydraulics,2017,45(23):142-145

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  • 在线发布日期: 2018-04-11
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