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Real-Time Remaining Useful Life Prediction of Cutting Tools Using Sparse Augmented Lagrangian Analysis and Gaussian Process Regression

Qin Xiao, Weizhi Huang, Xuefei Wang, Zezhi Tang, Zepeng Liu

2022Sensors15 citationsDOIOpen Access PDF

Abstract

Remaining useful life (RUL) of cutting tools is concerned with cutting tool operational status prediction and damage prognosis. Most RUL prediction methods utilized different features collected from different sensors to predict the life of the tool. To increase the prediction accuracy, it is often necessary to mount a great deal of sensors on the machine in order to collect more types of signals, which can heavily increase the cost in industrial applications. To deal with this issue, this study, for the first time, proposed a new feature network dictionary, which can enlarge the number of candidate features under limited sensor conditions, and the developed dictionary can potentially contain as much useful information as possible. This process can replace the installation of more sensors and incorporate more information. Then, the sparse augmented Lagrangian (SAL) feature selection method is proposed to reduce the number of candidate features and select the most significant features. Finally, the selected features are input to the Gaussian Process Regression (GPR) model for the RUL estimation. Extensive experiments demonstrate that our proposed RUL estimation framework output performs traditional methods, especially for the cost savings for on-line RUL estimation.

Topics & Concepts

KrigingProcess (computing)Feature selectionFeature (linguistics)Computer scienceData miningMachine learningRegressionArtificial intelligenceGaussian processGaussianEngineeringStatisticsMathematicsQuantum mechanicsPhilosophyLinguisticsOperating systemPhysicsIndustrial Vision Systems and Defect DetectionAdvanced machining processes and optimizationThermography and Photoacoustic Techniques
Real-Time Remaining Useful Life Prediction of Cutting Tools Using Sparse Augmented Lagrangian Analysis and Gaussian Process Regression | Litcius