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首页|期刊导航|中国机械工程|不等前角变螺旋圆弧立铣刀瞬时铣削力建模与系数标定方法

不等前角变螺旋圆弧立铣刀瞬时铣削力建模与系数标定方法

齐书韬 李佳奇 郑书材 徐金亭 孙玉文

中国机械工程2025,Vol.36Issue(4):681-687,696,8.
中国机械工程2025,Vol.36Issue(4):681-687,696,8.DOI:10.3969/j.issn.1004-132X.2025.04.004

不等前角变螺旋圆弧立铣刀瞬时铣削力建模与系数标定方法

Instantaneous Milling Force Modeling and Coefficient Calibration Method of Variable Helical Circular-arc End Mills with Unequal Rake Angle

齐书韬 1李佳奇 1郑书材 1徐金亭 1孙玉文1

作者信息

  • 1. 大连理工大学机械工程学院,大连,116024
  • 折叠

摘要

Abstract

Variable helical end mills with unequal rake angle maight effectively suppress milling chatters,which significantly improved the machined surface quality and simultaneously reduced the risk of tool breakages,however,due to the unequal geometric parameters of each cutting edge,the existing models had difficulty to accurately predict the cutting forces,hence,a new instantaneous milling force modeling and coefficient calibration method were proposed.Firstly,the geometry and position relational expression of the cutting edges for variable helical circular-arc end mills were given,then considering the tool runout and variation of geometrical parameters of cutting edges,an instanta-neous uncut chip thickness calculation and element cutting force prediction model was established;Subsequently,a nonlinear optimization method to simultaneously calibrate the cutting force coeffi-cients and tool runout parameters was proposed,and an efficient algorithm for solving the model pa-rameter initial values was also given based on linear least squares and oblique cutting theory.The ex-perimental results show that the amplitude and waveform of predicted cutting forces are consistent with the measured ones with errors of less than 15%,verifying the effectiveness of the proposed model.

关键词

不等前角/变螺旋铣刀/侧铣/铣削力/切削力系数辨识

Key words

unequal rake angle/variable helix end mill/flank milling/milling force/cutting force coefficient identification

分类

机械制造

引用本文复制引用

齐书韬,李佳奇,郑书材,徐金亭,孙玉文..不等前角变螺旋圆弧立铣刀瞬时铣削力建模与系数标定方法[J].中国机械工程,2025,36(4):681-687,696,8.

基金项目

国家自然科学基金(U22A20202) (U22A20202)

中国机械工程

OA北大核心

1004-132X

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