• Acta Optica Sinica
  • Vol. 39, Issue 4, 0432001 (2019)
Rongbin Yao1, Yanli Bai1、*, Haiying Gao1, Xun Wang2, and Dajian Liu1
Author Affiliations
  • 1 National Demonstration Center for Experimental Education of Mechanical and Electrical Engineering Training, Guilin University of Electronic Technology, Guilin, Guangxi 541004, China
  • 2 Institute of Information Technology, Guilin University of Electronic Technology, Guilin, Guangxi 541004, China
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    DOI: 10.3788/AOS201939.0432001 Cite this Article Set citation alerts
    Rongbin Yao, Yanli Bai, Haiying Gao, Xun Wang, Dajian Liu. Magnetic Focusing Temporal Dispersion and Distortion of Pulse-Dilation Framing Camera[J]. Acta Optica Sinica, 2019, 39(4): 0432001 Copy Citation Text show less
    Working principle of pulse-dilation framing camera
    Fig. 1. Working principle of pulse-dilation framing camera
    Magnetic field intensity distribution in drift area of camera. (a) Schematic of magnetic field intensity contours in 30 mm off-axis area; (b) magnetic field intensity distributions at positions of 0-30 mm along axis (step of 5 mm)
    Fig. 2. Magnetic field intensity distribution in drift area of camera. (a) Schematic of magnetic field intensity contours in 30 mm off-axis area; (b) magnetic field intensity distributions at positions of 0-30 mm along axis (step of 5 mm)
    Photoelectron trajectories and imaging. (a) Three-dimensional diagram; (b) maximum rotation-around-axis radius of photoelectron at off-axis object point; (c) imaging rotation angle at off-axis object point
    Fig. 3. Photoelectron trajectories and imaging. (a) Three-dimensional diagram; (b) maximum rotation-around-axis radius of photoelectron at off-axis object point; (c) imaging rotation angle at off-axis object point
    Simulation of temporal dispersion of magnetic focusing. (a) Difference distribution between actual and ideal transmission time; (b) result of temporal dispersion
    Fig. 4. Simulation of temporal dispersion of magnetic focusing. (a) Difference distribution between actual and ideal transmission time; (b) result of temporal dispersion
    Temporal dispersion at off-axis object point
    Fig. 5. Temporal dispersion at off-axis object point
    Drift distance of electron at off-axis object point
    Fig. 6. Drift distance of electron at off-axis object point
    Analytical result of temporal distortion at off-axis position. (a) Pulse dilation ratio; (b) temporal distortion
    Fig. 7. Analytical result of temporal distortion at off-axis position. (a) Pulse dilation ratio; (b) temporal distortion
    Simulation results under gap of magnetic leakage of 40 mm. (a) Magnetic field intensity distribution along axis at object point on axis or under 30 mm off-axis; (b) temporal dispersion; (c) temporal distortion
    Fig. 8. Simulation results under gap of magnetic leakage of 40 mm. (a) Magnetic field intensity distribution along axis at object point on axis or under 30 mm off-axis; (b) temporal dispersion; (c) temporal distortion
    Rongbin Yao, Yanli Bai, Haiying Gao, Xun Wang, Dajian Liu. Magnetic Focusing Temporal Dispersion and Distortion of Pulse-Dilation Framing Camera[J]. Acta Optica Sinica, 2019, 39(4): 0432001
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