研究目的
Investigating the use of in-situ infrared video imaging of the plume formed by material evaporation and heating of the surrounding gas in laser powder bed fusion (LPBF) for monitoring process defects and unstable states.
研究成果
The proposed K-chart methodology effectively monitors the LPBF process by adapting to the natural dynamics of the plume. It demonstrates faster detection of process instabilities compared to traditional methods, making it suitable for early detection of defects and unstable states in LPBF, especially for materials like zinc that pose quality challenges.
研究不足
The study is limited to the LPBF of zinc powder, and the effectiveness of the proposed method with different experimental setups and materials needs further investigation. The sampling frequency of the IR camera may limit the capability of detecting quick transient phenomena.
1:Experimental Design and Method Selection
The study proposes a nonparametric control charting scheme, called K-chart, for monitoring the LPBF process. It involves in-situ infrared (IR) video imaging of the plume and uses a statistical learning approach based on support vector data description (SVDD) for process monitoring.
2:Sample Selection and Data Sources
The real case study involves the production of zinc specimens via LPBF under different process conditions (in-control and out-of-control scenarios). IR video streams were acquired during the process.
3:List of Experimental Equipment and Materials
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4:Experimental Procedures and Operational Workflow
The methodology involves four major steps: IR image pre-processing, region of interest (ROI) extraction, computation of plume descriptors, and K-chart design and use. The first four monitored layers were used as a training dataset, and the next ten monitored layers were used to test the method.
5:Data Analysis Methods
The proposed approach uses a nonparametric control charting scheme (K-chart) based on SVDD for monitoring the LPBF process. The control statistic consists of the kernel distance of any observation from the multivariate center of the control region.
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