Experimental Demonstration and Quantification of Electrostatic Lofting of Dust Clumps
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Trajectory and statistics of lofted clumps (output from trackLoftedObjects.m) (867.6Kb)
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Trajectory and statistics of lofted individual grains (output from trackLoftedObjects.m) (786.8Kb)
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Matlab code to produce histogram of individual grains versus clumps from manual count in experiment videos (1.415Kb)
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Date
2023Author
Pett, Charles
Hartzell, Christine
Advisor
Hartzell, Christine
DRUM DOI
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Show full item recordAbstract
Electrostatic lofting of individual regolith grains on the Moon and asteroids has been investigated extensively. However, motion of clumps has been mentioned only anecdotally. For the first time, we electrostatically lofted clumps of 200-300 micrometer zirconia-silica microspheres in vacuum and quantitatively analyzed their trajectories. The microspheres were charged by an emissive filament. A biased plate produced an electric field of 870 kV/m that attracted sufficiently charged clumps from the surface. A high-speed camera imaged the lofted clumps at 945 fps in order to obtain their size and centroid positions over time. Using the centroids from the initial clump detachment, we numerically calculated an initial acceleration to solve for the cohesion that had been restraining the clump. These experimental results show that the detachment of clumps of particles are a non-negligible portion of the lofted object population for cohesive powders. Thus, if electrostatic lofting occurs on small airless bodies, we will likely see clumps lofted.
Notes
A PCO Dimax CS3 was used to take high-speed images at 945 frames per second of electrostatically lofted clumps of zirconia-silica microspheres. The images were processed and analyzed in Matlab using Matlab built-in functions. The two-dimensional centroid positions of lofted objects of interest were identified and their trajectories were tracked. The velocity and accelerations of tracked objects were then numerically calculated in order to solve for the cohesion, and compared to other independent methods.
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CC0 1.0 Universalhttp://creativecommons.org/publicdomain/zero/1.0/
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