Study on the influence of grinding disc motion on the forming of silicon nitride ceramic balls
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摘要: 为提高氮化硅陶瓷球加工精度,提出研磨盘偏摆运动可控的新型锥形柔性支承研磨方式,探究柔性支承研磨方式下陶瓷球成形机理。基于新型研磨方式建立仿真模型,深入分析研磨盘偏摆运动对于氮化硅陶瓷球研磨轨迹与受力状态影响。在搭建的新型锥形柔性支承研磨平台上进行正交实验,进一步分析研磨盘运动特性对球体成形的影响。仿真与实验结果表明:在柔性支承研磨方式下,随着研磨盘偏摆角增大,球体轨迹均匀性标准差从43.58降至35.49,最大接触力提升至初始值的4倍,陶瓷球平均球直径变动量从1.466 μm增至2.382 μm,批直径变动量从4.98 μm增至10.27 μm。研磨盘偏摆运动有利于优化研磨轨迹,但增大了球体受力的不均匀性,不利于改善氮化硅陶瓷球平均球直径变动量与批直径变动量,在实际加工过程中,研磨盘偏摆角需控制在0.02°以内。Abstract: In order to improve the processing accuracy of silicon nitride ceramic balls and to investigate the mechanism of forming ceramic balls by flexible support grinding method, a new cone-type flexible support grinding method with controlled deflection motion of grinding disc is proposed. Based on the new grinding method, a simulation model is established to deeply analyze the influence of the deflection motion of the grinding disc on the grinding trajectory and force state of the silicon nitride ceramic balls. Orthogonal experiments were conducted on a new cone-type flexible support grinding platform built to further analyze the effect of grinding disc motion characteristics on ball formation. Simulation and experimental results show that under the flexible support grinding method, As the increases of grinding disc deflection angle, the standard deviation of ball trajectory uniformity decreased from 43.58 to 35.49, the maximum contact force increased to 4 times the initial value, the average ball diameter variation increased from 1.466 μm to 2.382 μm, and the batch diameter variation increased from 4.98 μm to 10.27 μm. The lower grinding disc deflection motion is beneficial to optimize the grinding trajectory, but increases the unevenness of the ball force, which is not conducive to improving the average ball diameter variation and batch diameter variation of silicon nitride ceramic balls. In the actual process, the angle of deflection of the grinding disc must be controlled to within 0.02°.
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表 1 氮化硅陶瓷球物理性能
Table 1. Physical properties of silicon nitride ceramic ball
参数 参数值 密度 ρ / (g∙cm−3) 3.26 弹性模量 E / GPa 310 硬度 H / GPa 16 泊松比 ε 0.25 断裂韧性 KIC / (MPa∙m−2) 7.0 热膨胀系数 λ / K−1 3.2 × 10−6 表 2 正交实验因素水平表
Table 2. Table of orthogonal experimental factor levels
水平 因素 下盘偏摆角
θ / (°)
A研磨盘转速
n / (r·min−1)
B压力
F / N
C质量浓度
c / %
D1 0.02 80 10 5 2 0.11 120 20 10 3 0.44 160 30 15 表 3 平均球直径变动量正交回应表
Table 3. Orthogonal response table for mean average ball diameter variation
水平 因素 下盘偏
摆角A转速
B压力
C研磨液质量
浓度D1 1.466 2.402 2.181 2.065 2 2.304 1.976 2.049 2.013 3 2.382 1.774 1.921 2.074 极差 0.916 0.628 0.260 0.061 表 4 批直径变动量正交回应表
Table 4. Orthogonal response table for batch diameter variation
水平 因素 下盘偏
摆角A转速
B压力
C研磨液
浓度D1 4.98 9.78 6.73 8.83 2 10.88 9.67 9.90 8.58 3 10.27 6.68 9.53 8.72 极差 5.90 3.10 3.17 0.25 -
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