• Acta Optica Sinica
  • Vol. 41, Issue 12, 1215001 (2021)
Wu Zhou1、2、*, Fangting Wang1、2, Xiaoxiao Wang1、2, Xinran Tang1、2, and Xiaoshu Cai1、2
Author Affiliations
  • 1School of Energy and Power Engineering, University of Shanghai for Science and Technology, Shanghai 200093, China
  • 2Shanghai Key Laboratory of Multiphase Flow and Heat Transfer for Power Engineering, Shanghai 200093, China
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    DOI: 10.3788/AOS202141.1215001 Cite this Article Set citation alerts
    Wu Zhou, Fangting Wang, Xiaoxiao Wang, Xinran Tang, Xiaoshu Cai. Particle Streak Velocimetry Method Based on Binocular Vision and Multiple Exposure[J]. Acta Optica Sinica, 2021, 41(12): 1215001 Copy Citation Text show less
    Trajectory image of a particle
    Fig. 1. Trajectory image of a particle
    Comparison of trajectory endpoints between different recognition methods. (a) Image of a trajectory; (b) result of image binarization and skeletonizing (threshold for 0.1); (c) result of gray-level fitting
    Fig. 2. Comparison of trajectory endpoints between different recognition methods. (a) Image of a trajectory; (b) result of image binarization and skeletonizing (threshold for 0.1); (c) result of gray-level fitting
    Schematic of single-frame multi-exposure trajectory matching
    Fig. 3. Schematic of single-frame multi-exposure trajectory matching
    Schematic diagrams of binocular matching of multi-exposure PSV images. (a) Trajectories from the left camera; (b) trajectories from the left camera; (c) drawing of partial enlargement
    Fig. 4. Schematic diagrams of binocular matching of multi-exposure PSV images. (a) Trajectories from the left camera; (b) trajectories from the left camera; (c) drawing of partial enlargement
    Image processing flow for binocular vision PSV
    Fig. 5. Image processing flow for binocular vision PSV
    Image processing process. (a) Image after distortion correction; (b) recognition of short exposure points; (c) recognition of long trajectories; (d) extracted original image of every sub-trajectory; (e) image of obtaining endpoints from gray-level fitting; (f) image of multiple trajectories matching
    Fig. 6. Image processing process. (a) Image after distortion correction; (b) recognition of short exposure points; (c) recognition of long trajectories; (d) extracted original image of every sub-trajectory; (e) image of obtaining endpoints from gray-level fitting; (f) image of multiple trajectories matching
    Photo of experimental system
    Fig. 7. Photo of experimental system
    Trajectory images for the condition of 0° and 60 mm/s. (a) Image from the left camera; (b) image from the right camera
    Fig. 8. Trajectory images for the condition of 0° and 60 mm/s. (a) Image from the left camera; (b) image from the right camera
    Measurement results and standard deviations under different setting velocities. (a) Rail is parallel to the imaging plane of the left camera; (b) rail has an angle of 30° with the imaging plane of the left camera
    Fig. 9. Measurement results and standard deviations under different setting velocities. (a) Rail is parallel to the imaging plane of the left camera; (b) rail has an angle of 30° with the imaging plane of the left camera
    Photo of experimental device
    Fig. 10. Photo of experimental device
    Experimental measurement results. (a) Image from the left camera; (b) image from the right camera; (c) identified trajectories on the left image; (d) identified trajectories on the right image; (e) trajectories of particles in three-dimensional coordinate system; (f) disparity map
    Fig. 11. Experimental measurement results. (a) Image from the left camera; (b) image from the right camera; (c) identified trajectories on the left image; (d) identified trajectories on the right image; (e) trajectories of particles in three-dimensional coordinate system; (f) disparity map
    Wu Zhou, Fangting Wang, Xiaoxiao Wang, Xinran Tang, Xiaoshu Cai. Particle Streak Velocimetry Method Based on Binocular Vision and Multiple Exposure[J]. Acta Optica Sinica, 2021, 41(12): 1215001
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