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Research Article

Acoustic feature based geometric defect identification in wire arc additive manufacturing

ORCID Icon & ORCID Icon
Article: e2210553 | Received 16 Dec 2022, Accepted 27 Apr 2023, Published online: 16 May 2023

Figures & data

Table 1. Prior work concerning acoustic defect detection in metal AM.

Figure 1. Schematic representation of a multi-beads printing (left) and Actual printing (right) as seen from the build direction. Geometrically defective segments lead to voids between two successive beads will affect the final printed part strength and quality.

Figure 1. Schematic representation of a multi-beads printing (left) and Actual printing (right) as seen from the build direction. Geometrically defective segments lead to voids between two successive beads will affect the final printed part strength and quality.

Figure 2. The methodology for constructing the geometric defect detection Frameworks.

Figure 2. The methodology for constructing the geometric defect detection Frameworks.

Figure 3. Experimental setup of SUTD Robotic WAAM for Bead Geometry and Acoustic Data Collection (left). (a) Original beads with plate (b) Mesh representation of beads with plate (right).

Figure 3. Experimental setup of SUTD Robotic WAAM for Bead Geometry and Acoustic Data Collection (left). (a) Original beads with plate (b) Mesh representation of beads with plate (right).

Figure 4. DFT features of a segmented signal (left) MFCC features of a segmented signal (right).

Figure 4. DFT features of a segmented signal (left) MFCC features of a segmented signal (right).

Figure 5. Range of mean curvature of geometrically good (left) and bad (right) bead segment. The red circle indicates a geometric defect.

Figure 5. Range of mean curvature of geometrically good (left) and bad (right) bead segment. The red circle indicates a geometric defect.

Figure 6. Bead with defective and non-defective segments (Top) with corresponding acoustic time-domain waveforms (Middle) and range curvature (Bottom).

Figure 6. Bead with defective and non-defective segments (Top) with corresponding acoustic time-domain waveforms (Middle) and range curvature (Bottom).

Figure 7. The proposed NN Architecture for defective bead segments identification.

Figure 7. The proposed NN Architecture for defective bead segments identification.

Figure 8. The proposed CNN Architecture for defective bead segments identification.

Figure 8. The proposed CNN Architecture for defective bead segments identification.

Figure 9. Distribution plots for good and bad segments of beads for different thresholds (First three plots). Different thresholds vs overlapping area plot(last plot).

Figure 9. Distribution plots for good and bad segments of beads for different thresholds (First three plots). Different thresholds vs overlapping area plot(last plot).

Figure 10. KNN classification error based on the number of nearest neighbour K and weight function for PCA features (top plot) and MFCC features (bottom plot).

Figure 10. KNN classification error based on the number of nearest neighbour K and weight function for PCA features (top plot) and MFCC features (bottom plot).

Figure 11. SVM classification error based on the choice of γ and C for the RBF and Sigmoid kernels with PCA features (top) and MFCC features (bottom).

Figure 11. SVM classification error based on the choice of γ and C for the RBF and Sigmoid kernels with PCA features (top) and MFCC features (bottom).

Figure 12. RF classification error based on the number of trees for PCA features (left plot) and MFCC features (right plot).

Figure 12. RF classification error based on the number of trees for PCA features (left plot) and MFCC features (right plot).

Figure 13. NN Classification accuracy based on the number of layers of a NN architecture for PCA features (left plot) and MFCC features (right plot).

Figure 13. NN Classification accuracy based on the number of layers of a NN architecture for PCA features (left plot) and MFCC features (right plot).

Table 2. Different Combination of number of neurons for PCA+NN.

Table 3. Different Combination of number of neurons for MFCC+NN.

Figure 14. CNN classification accuracy based on the number of filters within its architecture for PCA features (left plot) and MFCC features (right plot).

Figure 14. CNN classification accuracy based on the number of filters within its architecture for PCA features (left plot) and MFCC features (right plot).

Figure 15. Average validation accuracy for the different defect identification models vs the number of principal components used as a feature.

Figure 15. Average validation accuracy for the different defect identification models vs the number of principal components used as a feature.

Figure 16. The loss curve for PCA+NN and MFCC+NN (top) The loss curve for PCA+CNN and MFCC+CNN (bottom).

Figure 16. The loss curve for PCA+NN and MFCC+NN (top) The loss curve for PCA+CNN and MFCC+CNN (bottom).

Table 4. Comparative study of all of the proposed defect identification model based on F1 score, precision, and recall.

Table 5. Comparative study of all of the proposed defect identification model based on Confusion Matrix.