2021
DOI: 10.1007/s00170-021-07522-4
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Application of machine vision method in tool wear monitoring

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Cited by 39 publications
(10 citation statements)
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“…In the practical process of image acquisition, capturing images of the tool's side is challenged by the speed of the tool's movement. In response to this challenge, this paper proposes an image selection method based on the SSIM [22]. The objective of this method is to effectively filter and select qualified side images of the tool, overcoming the obstacles posed by the tool's rapid motion during image capture.…”
Section: Tool Side Image Extractionmentioning
confidence: 99%
“…In the practical process of image acquisition, capturing images of the tool's side is challenged by the speed of the tool's movement. In response to this challenge, this paper proposes an image selection method based on the SSIM [22]. The objective of this method is to effectively filter and select qualified side images of the tool, overcoming the obstacles posed by the tool's rapid motion during image capture.…”
Section: Tool Side Image Extractionmentioning
confidence: 99%
“…Flank wear is the most dominant failure mode, where the maximum flank wear width is usually used to define the failure criterion. Tool wear can be measured directly (i.e., measured from image data, collected in-process using high-speed cameras [14] or offline using microscopes), or indirectly (i.e., correlated to measured forces, vibrations, or acoustic emission data). Based on the data collected, tool wear characterisation and RUL prognostics have been studied extensively in the last several decades, with a range of modeling techniques explored.…”
Section: Overview Of Cutting Tool Phm Approachesmentioning
confidence: 99%
“…Physics-based degradation / lifetime models e.g., Modified Taylor (tool life with MPPs) ; Coromant [2]; Sipos (flank wear and MPPs) [15]; flank wear relationship to cutting force and MPPs [12] Highly accurate simulations can be used to predict MPPs' impact on cutting tool life; suitable when MPPs are constant Need to specify failure thresholds relative to failure time; costly to develop sufficient trials with varied experimental MPPs; difficult in estimation of unknown model parameters Statistical methods without covariates e.g., Bayesian models (i.e., GPR [16], PF [17,18], Wiener Process [19] ) with covariates e.g., Proportional Hazards models (PH) [20] Uncertainty bounds for prediction; modelling different degradation process distributions a-priori; deal with MPPs as weighted covariates; assume flexible parameter distributions on covariates; uncertainty bounds for predictions Choices of model structure can be difficult to develop when underlying process is unknown; feature engineering required on raw data; censored observations require special attentions in modelling process Machine Learning approaches e.g., Linear/Nonlinear Regression [21], SVM/R [22], Random Forest [23], Fuzzy methods [14] Capable of accurate predictions with smaller datasets Raw signals almost always subject to feature engineering or dimensionality reduction; no RUL probability distributions Deep Learning approaches e.g., Back-Propagation Neural Network (BPNN) [24]; CNN (wear classification [25]; wear prediction [26]; wear segmentation [27]); Wavelet Neural Network (WNN) [28]; LSTM (tool RUL prediction ); CNN-LSTM [29][30][31]; GRU [32]; Autoencoders [33][34] End-to-end trainable with feature learning mechanisms (i.e., no feature engineering); learning from heterogeneous data; generalising across huge datasets (millions of parameters); transfer learning; multi-task approaches; supervised/unsupervised training Model training resources are difficult for collection (require sufficient labelled data for supervised learning; computation); model overfitting on smaller datasets; regarded as black-box models, so inherently difficult to troubleshoot; negative transfer…”
Section: Modelling Process Strengths Weaknessesmentioning
confidence: 99%
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“…In addition, some other researchers believed that tool wear states would be reflected on the surface topography, so the surface roughness was used as the input data to establish the tool wear estimation models. For example, energy, entropy, inertial moment, and correlation were extracted from surface topography, and then, the tool wear states were estimated through these features [14,15]. Jain et al established a tool wear monitoring model with the current and previous surface roughness values as the input variables [16].…”
Section: Introductionmentioning
confidence: 99%