Modeling and simulation of surface roughness in ultrasonic assisted magnetic abrasive finishing process
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Modeling and simulation of surface roughness in ultrasonic assisted magnetic abrasive finishing process

机译:超声波辅助磁磨料整理过程中表面粗糙度的建模与仿真

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Highlights?A novel approach to mathematically model the surface roughness during UAMAF based on process physics has been presented.?The model incorporates and recognizes the existence of a critical roughness value; further finishing does not improve the roughness value.?The instantaneous rate of reduction in surface roughness has been considered as a function of the instantaneous value of surface roughness.?The various constants used during the modeling of the surface roughness were determined by inverse estimation from the experimental observations.?The model establishes an exponential correlation between instantaneous roughness value and finishing time during finishing.?The maximum difference in predicted and experimental values of surface roughness was found to be ±7.35%.AbstractAn ultrasonic assisted magnetic abrasive finishing (UAMAF) is a hybrid finishing process. In UAMAF, ultrasonic vibrations are introduced into the finishing zone of magnetic abrasive finishing (MAF) process to finish the workpiece surface more efficiently as compared to MAF in the nanometer range. In the present work, a model of surface roughness during UAMAF process has been presented. The model assumes that the instantaneous rate of change of surface roughness is proportional to the material removal rate (MRR) and the amount of irregularities present on the surface. A model of MRR was presented, considering it to be attributed to two simultaneous and independent phenomena—a steady state material removal and a transient material removal. The MRR model has further been used to model the instantaneous surface roughness during finishing. The surface roughness model not only incorporates the effect of initial surface roughness value but also assimilates a critical surface roughness value below which no reduction in roughness is possible. The constants included in the modeling are predicted by using an inverse method. A simulation of 3-D surface roughness profile has also been presented to visualize the effect of finishing numerically. The developed model predicted the surface roughness in UAMAF as a function of supply voltage, working gap, rpm of the electromagnet, amplitude and frequency of ultrasonic vibration, hardness and initial surface roughness of the workpiece. The predicted value shows a good agreement with the experimental observation with a maximum deviation of ±7.35%. The model affirms that an exponential correlation exists between instantaneous surface roughness value and finishing time during finishing.展开▼
机译:<![cdata [ 突出显示 在数学上介绍了基于过程物理学的UAMAF期间的表面粗糙度的新方法。 型号包含并识别存在并识别存在并识别存在并识别存在临界粗糙度值;进一步的完成不会改善粗糙度值。 表面粗糙度的瞬时降低速率被认为是表面粗糙度瞬时值的函数。 确定在表面粗糙度建模期间使用的各种常量使用通过从实验观察中的逆估计。 模型在完成期间建立瞬时粗糙度值和完成时间之间的指数相关性。 表面粗糙的预测和实验值的最大差异SS被发现为±7.35%。 抽象 < CE:简单 - 段ID =“SPARA0008”View =“全部”>超声波辅助磁磨料精加工(UAMAF)是一种混合整理过程。在UAMAF中,与纳米范围中的MAF相比,将超声波振动引入磁磨料精加工(MAF)工艺的精加工区以更有效地完成工件表面。在本作工作中,已经介绍了在UAMAF过程中的表面粗糙度模型。该模型假设表面粗糙度的瞬时变化率与材料去除率(MRR)成比例,并且表面存在的不规则量。提出了MRR模型,考虑到它归因于两个同时和独立的现象 - 稳态材料去除和瞬态材料去除。 MRR模型进一步用于在整理过程中模拟瞬时表面粗糙度。表面粗糙度模型不仅包括初始表面粗糙度值的效果,而且还可以吸收下面的临界表面粗糙度值,其可以降低粗糙度。通过使用逆方法预测建模中包括的常数。还提出了3-D表面粗糙度曲线的模拟以使数值上的整理效果可视化。开发模型预测了UAMAF中的表面粗糙度作为电源电压,工作空间,电磁振动,超声波振动的幅度和频率的函数,硬度和工件的初始表面粗糙度的函数。预测值显示出良好的一致性,具有±7.35%的最大偏差。该模型肯定了瞬时表面粗糙度值和完成期间的结束时间之间存在指数相关性。

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