Abstract

This article explores the effects of parameters such as cutting speed, force, polymer wheel hardness, feed, and grit size in the abrasive belt grinding process to model material removal. The process has high uncertainty during the interaction between the abrasives and the underneath surface, therefore the theoretical material removal models developed in belt grinding involve assumptions. A conclusive material removal model can be developed in such a dynamic process involving multiple parameters using statistical regression techniques. Six different regression modelling methodologies, namely multiple linear regression, stepwise regression, artificial neural network (ANN), adaptive neuro-fuzzy inference system (ANFIS), support vector regression (SVR) and random forests (RF) have been applied to the experimental data determined using the Taguchi design of experiments (DoE). The results obtained by the six models have been assessed and compared. All five models, except multiple linear regression, demonstrated a relatively low prediction error. Regarding the influence of the examined belt grinding parameters on the material removal, inference from some statistical models shows that the grit size has the most substantial effect. The proposed regression models can likely be applied for achieving desired material removal by defining process parameter levels without the need to conduct physical belt grinding experiments.

Highlights

  • A compliant belt grinding resembles an elastic grinding in its operating principle, and it offers some potentials like milling, grinding and polishing applications [1]

  • The outcome demonstrate the practicality practicality of the methodologies in developing model for thebelt abrasive belt grinding of the methodologies in developing a materiala material removalremoval model for abrasive grinding process

  • Observing the performance of the multilinear and stepwise regression models it is seen that belt grinding parameters are intrinsically nonlinear and straight-line relationship assumption cannot satisfy the material removal

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Summary

Introduction

A compliant belt grinding resembles an elastic grinding in its operating principle, and it offers some potentials like milling, grinding and polishing applications [1]. Symmetry 2020, 12, 99 cutting speed, loading belt tension, the force imparted, infeed rate, workpiece topographies, polymer wheel hardness, wheel geometry and belt topography features, e.g., backing material, grain composition, and grit size [3] Changing any of these parameters will result in different belt grinding performance. Material removal in the belt grinding process is determined by force distribution in the contact area between the workpiece and the elastic contact [5]. Performed a comparative study of contact pressure and abrasive grit size to material removal keeping parameters such as speed of workpiece, tool hardness, cycle time, coolant, abrasive feed, and tool wear constant. Proposed a novel methodology using a dynamic pressure sensor to predict material removal considering belt grinding parameters such as force, workpiece geometry and different types of contact wheel geometry.

Abrasive Belt Grinding
Surface
Artificial
Adaptive Neuro-Fuzzy Inference System
Support Vector Regression
Random Forest
Methodology
Taguchi of Experiments
Multiple Linear Regression Based Modelling
Method
Adaptive
Support
Optimisation Method
Random Forest Based Modelling
Random
Method used by trees
Conclusions
Findings
26. Predictive
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