New insights into the methods for predicting ground surface roughness in the age of digitalisation
Graphical abstract
Introduction
Grinding is a displacement or position-controlled processing method where the excess material from the workpiece surface is removed by using an abrasive tool. The advantages of this important precision machining technology over other processing methods such as turning and milling include high material removal rate, better surface finishes and longer production runs. With the incorporation of electrolytic in-process dressing (ELID), self-dressing of the wheel is possible to achieve a longer tool life. Grinding is now being increasingly used in the processing of high precision parts [1,2] and to machine ‘difficult to cut’ glass ceramics [3,4], particularly for the large science programs requiring Precision-at-scale fabrication of telescope mirrors. Ground surface quality is governed by many factors e.g. process variables, loop stiffness, environment, stochastic distribution of the abrasive grits on the grinding wheel). Researchers have therefore long been working to develop predictive models to analyze the effect of grinding parameters on the surface topography [5] as well as the grinding wheel and workpiece properties [6].
Surface roughness has a significant impact on the service life and reliability of mechanical products as it can directly affect the tribological conditions and thus the corrosion, wear, fatigue and similar other attributes of the workpiece [7]. Ground surface roughness depends on interactions of a multitude of factors [8,9] and these interactions depend on the process parameters of grinding, properties of the processed material and the grinding wheel. Predictive values of the ground surface roughness can guide the design of machine tools to make them Industry 4.0 compliant which will eliminate the downstream material wastage and excessive generation of grinding sludge [10].
This review article aims to provide new insights into the methods and strategies for predicting the roughness of ground surfaces. We review, analyze, and categorize extant research to provide detailed insights into the state-of-the-art and identify future research directions, thus providing a comprehensive reference for ground surface roughness prediction, especially considering the digitalisation tools currently available. This paper is organized as follows. In Section 2, we present the classification of ground surface roughness prediction models. We review methods based on the machining theory in Section 3. We present a review of prediction models based on the experimental design and analysis in Section 4. In Section 5, we discuss artificial intelligence (AI) methods that can be used to make the grinding process more robust and resilient. We discuss current challenges and future trends for predicting the ground surface roughness in Section 6 and conclude by offering remarks on the latest developments in Section 7.
Section snippets
Classification of ground surface roughness prediction models
In recent years, many surface roughness prediction models have been developed and these have largely remained focused on grinding parameters [11]. Tönshoff [12] subdivided the models describing the grinding process into physical and empirical models and compare the principles and applications of the two approaches shown in Fig. 1.
More than a decade ago, Brinksmeier et al. [13] reviewed the advances in modelling and simulation of grinding processes by focusing on ground surface topography,
Methods based on machining theory
Material removal and chip formation during the grinding process involve interaction between the abrasive grits and the workpiece. The stochastic distribution of the abrasive grits leads to multiple levels of engagement between the workpiece and grinding and this poses challenges in the accurate prediction of ground roughness. Research into the prediction of ground roughness has been based on:
- (i)
Numerical simulations to describe the changes in grinding wheel geometry
- (ii)
The theory of machining such as
Methods based on experimental design and analysis
The experimental design and analysis methods base their predictions on the design of experiments, data processing and analysis. Regression analysis, Quantile Regressions, Response Surface methodology and Taguchi methods for the design of experiments (DoE) are the most wide-spread methodologies for predicting surface roughness.
Artificial intelligence methods
Artificial intelligence (AI) methods attempt to solve the prediction problem of ground surface roughness by several tools - Artificial Neural Networks (ANNs), Fuzzy Expert Systems (FES) and Genetic Algorithm (GA). The application of AI in the grinding process is conducive to solving the problem of prediction bias caused by the simplification of traditional methods. The most common type of AI methods that have been used in the published papers is the ANN models, improved Neural Networks, and GA [
Open research questions
Existing research methods applied in grinding technology are yet to mature to fully meet the needs of future development (as outlined in various remarks in each of the previous three sections), and it is therefore imperative to propose and develop new methods or strategies that can predict ground surface roughness more accurately and in real time. This is going to be a consistent requirement of digitalized and smart manufacturing in the future. Fig. 29 shows the trend of development in the
Concluding remarks
Grinding is one of the most widely used precision machining operations. Measurement of ground surface roughness relies on carrying out a large number of heuristic experimental trials depending on the skill of the operator and this results in wastage of time, energy and materials. In the age of digitalisation (with new sensor developments) and the machines becoming smarter with the induction of Industry 4.0, it is now high time to revisit the extant grinding models to assess the possibility of
Research data statement
Data sharing is not applicable to this article as no new data were created or analyzed in this study.
Declaration of competing interest
The authors declare that they have no known competing financial interests or personal relationships that could have appeared to influence the work reported in this paper.
Acknowledgments
All authors appreciate the financial support from the National Natural Science Foundation of China (51875078, 51991372), and the Science Fund for Creative Research Groups of NSFC of China (51621064). SG acknowledges the financial support provided by the UKRI via Grants No.: (EP/L016567/1, EP/S013652/1, EP/S036180/1, EP/T001100/1 and EP/T024607/1″, Royal Academy of Engineering via Grants No. (IAPP18-19\295, TSP1332 and EXPP2021\1\277), EU Cost Actions (CA15102, CA18125, CA18224 and CA16235) and
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