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浙江大学学报(工学版)  2023, Vol. 57 Issue (2): 392-403    DOI: 10.3785/j.issn.1008-973X.2023.02.018
机械与能源工程     
适用于机器换刀的一体式刀座结构的承载性能
夏毅敏1,2(),郎宇杭1,2,暨智勇3,任勇3
1. 中南大学 高性能复杂制造国家重点实验室,湖南 长沙 410083
2. 中南大学 机电工程学院,湖南 长沙 410083
3. 中国铁建重工集团股份有限公司,湖南 长沙 410100
Βearing performance of integrated cutter holder structure suitable for robot cutter change
Yi-min XIA1,2(),Yu-hang LANG1,2,Zhi-yong JI3,Yong REN3
1. State Key Laboratory of High Performance Complex Manufacturing, Central South University, Changsha 410083, China
2. College of Mechanical and Electrical Engineering, Central South University, Changsha 410083, China
3. China Railway Construction Heavy Industry Co. Ltd, Changsha 410100, China
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摘要:

为了提高一体式刀座系统的承载性能,采用数值模拟与试验研究相结合的方法,对一体式刀座系统受载状态进行分析. 结合滚刀的自动拆装过程,研究一体式刀座系统各结构参数间的联动关系及不同结构参数对其承载性能的影响. 基于正交试验权矩阵分析法,对显著影响一体式刀座系统承载性能的结构参数进行优化. 结果表明,正交试验各因素对一体式刀座系统承载性能的影响程度从大到小依次为:转动块颈部圆角半径、转动块宽度、刀轴与转动块转轴竖直距离. 得到一体式刀座系统综合性能最优方案为:转动块宽度107.5 mm,转动块颈部圆角半径60.0 mm,刀轴与转动块转轴竖直距离97.5 mm. 优化方案较原始方案整体最大变形降低了11.31%,端盖最大应力降低了34.07%,转动块最大应力降低了41.01%.

关键词: 机器换刀一体式刀座承载性能正交试验权矩阵分析法    
Abstract:

The loading state of integrated cutter holder system was analyzed by combining numerical simulation with experimental research, in order to improve the bearing performance of integrated cutter holder system. Combined with the automatic assembly process of cutters, the linkage relationship between each structural parameter in integrated cutter holder system and the influence of different structural parameters on its bearing performance were studied. The structural parameters significantly affecting the bearing performance of integrated cutter holder system were optimized based on the weight matrix method of orthogonal test. Results showed that the influence degree of each test factor on the bearing performance of integrated cutter holder system in descending order was as follows: the neck fillet radius of rotating block, the width of rotating block, the vertical distance between cutter shaft and rotating block shaft. The optimal scheme for comprehensive performance of integrated cutter holder system was obtained as follows: the width of rotating block was 107.5 mm, the neck fillet radius of rotating block was 60.0 mm, and the vertical distance between cutter shaft and rotating block shaft was 97.5 mm. Compared with the original scheme of integrated cutter holder system, the overall maximum deformation was reduced by 11.31%, the maximum stress of end cap was reduced by 34.07%, and the maximum stress of rotating block was reduced by 41.01%.

Key words: robot cutter change    integrated cutter holder    bearing performance    orthogonal test    weight matrix method
收稿日期: 2022-06-15 出版日期: 2022-12-02
CLC:  U 455.3  
基金资助: 国家重点研发计划资助项目(2018YFB1306700);中南大学研究生自主探索创新资助项目(2022ZZTS0814)
作者简介: 夏毅敏(1967—),男,教授,博导,从事大型掘进装备设计方法研究. orcid.org/0000-0001-6174-0377. E-mail: xiaymj@csu.edu.cn
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引用本文:

夏毅敏,郎宇杭,暨智勇,任勇. 适用于机器换刀的一体式刀座结构的承载性能[J]. 浙江大学学报(工学版), 2023, 57(2): 392-403.

Yi-min XIA,Yu-hang LANG,Zhi-yong JI,Yong REN. Βearing performance of integrated cutter holder structure suitable for robot cutter change. Journal of ZheJiang University (Engineering Science), 2023, 57(2): 392-403.

链接本文:

https://www.zjujournals.com/eng/CN/10.3785/j.issn.1008-973X.2023.02.018        https://www.zjujournals.com/eng/CN/Y2023/V57/I2/392

图 1  刀座系统结构
图 2  刀座系统边界条件
图 3  缩尺刀座系统模型
图 4  应变片黏贴及测点位置
图 5  刀座系统静压试验
图 6  测点应力对比
图 7  刀座系统数值模拟结果
图 8  零件应力云图
图 9  零件路径应力
图 10  零件主要配合结构参数
图 11  锁紧状态与收回状态示意图
图 12  参数位置示意图
参数名称 符号 水平
1 2 3 4 5
1)注:括号内的值为原始模型初始值
转动块轴间距/mm P1 155.0 160.0 (165.0)1) 170.0 175.0
转动块偏转角/(°) P2 30.4 32.4 (34.4) 36.4 38.4
转动块长度/mm P3 125.0 135.0 (145.0) 155.0 165.0
转动块头部厚度/mm P4 30.0 35.0 (40.0) 45.0 50.0
转动块槽宽/mm P5 20.0 25.0 (30.0) 35.0 40.0
转动块宽度/mm P6 102.50 103.75 (105.00) 106.25 107.50
转动块底部
圆角半径/mm
P7 10.0 15.0 20.0 (25.0) 30.0
转动块颈部
圆角半径/mm
P8 (20.0) 30.0 40.0 50.0 60.0
刀轴与转动块转轴
竖直距离/mm
P9 97.5 (107.5) 117.5 127.5 137.5
刀箱高度/mm P10 315.0 325.0 (335.0) 345.0 355.0
表 1  刀座系统参数水平表
图 13  刀座系统参数相对标准偏差分析
图 14  刀座系统参数综合影响程度
试验号 因素 试验结果
A B C m/kg smax/mm σ1/MPa σ2/MPa
1 1(102.50) 1(20.0) 1(97.5) 304.09 0.083 5 155.75 214.09
2 1 2(30.0) 2(107.5) 307.39 0.083 1 153.60 167.22
3 1 3(40.0) 3(117.5) 310.68 0.084 2 135.27 134.05
4 1 4(50.0) 4(127.5) 313.97 0.086 2 105.58 140.04
5 1 5(60.0) 5(137.5) 317.24 0.088 9 93.78 107.61
6 2(103.75) 1 2 307.63 0.084 3 148.78 215.16
7 2 2 3 310.93 0.084 2 131.23 159.58
8 2 3 4 314.24 0.085 5 96.11 126.65
9 2 4 5 317.53 0.087 9 97.91 115.98
10 2 5 1 305.42 0.076 0 91.73 108.50
11 3(105.00) 1 3 311.17 0.085 3 203.58 201.00
12 3 2 4 314.48 0.085 9 109.39 153.94
13 3 3 5 317.79 0.087 4 95.44 128.33
14 3 4 1 305.70 0.075 2 92.70 110.01
15 3 5 2 308.98 0.076 9 90.45 111.09
16 4(106.25) 1 4 314.72 0.086 5 136.96 192.04
17 4 2 5 318.04 0.087 2 98.69 152.46
18 4 3 1 305.96 0.074 9 94.97 123.98
19 4 4 2 309.26 0.076 2 90.70 108.32
20 4 5 3 312.54 0.078 3 88.01 108.10
21 5(107.50) 1 5 318.28 0.088 3 109.97 200.57
22 5 2 1 306.21 0.075 2 110.75 140.04
23 5 3 2 309.53 0.076 1 92.31 120.91
24 5 4 3 312.83 0.078 0 89.73 109.20
25 5 5 4 316.11 0.080 2 93.13 114.15
表 2  正交试验方案与数值模拟结果
指标 kij
i=A i=B i=C
m/kg j=1 310.67 311.18 305.48
j=2 311.15 311.41 308.56
j=3 311.62 311.64 311.63
j=4 312.11 311.86 314.70
j=5 312.59 312.06 317.77
Ri 1.92 0.88 12.30
smax/mm j=1 0.085 2 0.085 6 0.076 9
j=2 0.083 6 0.083 1 0.079 3
j=3 0.082 2 0.081 6 0.082 0
j=4 0.080 6 0.080 7 0.084 9
j=5 0.079 5 0.080 1 0.088 0
Ri 0.005 7 0.005 5 0.011 0
σ1/MPa j=1 128.80 151.01 109.18
j=2 113.15 120.73 115.17
j=3 118.31 102.82 129.56
j=4 101.87 95.32 108.23
j=5 99.18 91.42 99.16
Ri 29.62 59.59 30.41
σ2/MPa j=1 152.60 204.57 139.32
j=2 145.17 154.65 144.54
j=3 140.87 126.78 142.39
j=4 136.98 116.71 145.36
j=5 136.97 109.89 140.99
Ri 15.63 94.68 6.04
表 3  正交试验极差分析结果
水平 ω
A B C
1 3.56 5.97 8.36
2 3.77 7.32 8.17
3 3.75 8.52 7.91
4 3.98 9.11 7.99
5 4.04 9.54 8.00
表 4  权矩阵分析结果
图 15  刀座系统优化前、后结构对比
图 16  刀座系统优化前、后路径应力对比
方案 m/kg smax/mm σ1/MPa σ2/MPa
原始方案 308.22 0.081 9 140.46 203.11
优化方案 306.88 0.072 6 92.61 119.82
表 5  刀座系统优化前、后指标对比
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