2000
DOI: 10.1023/a:1006762701365
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Cited by 8 publications
(5 citation statements)
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“…The previously established [5,11] partial preservation of the electrical activity of electret fibres in liquids (up to 70% effective surface charge density for 1 month) was confirmed, which could be explained by the reversible character of the reaction of the electret charge with both the liquid and the disperse contaminants it contained. The characteristics of the combined effect of charge, magnetic field, and modifiers added to FE require further investigation using industrial equipment.…”
supporting
confidence: 63%
“…The previously established [5,11] partial preservation of the electrical activity of electret fibres in liquids (up to 70% effective surface charge density for 1 month) was confirmed, which could be explained by the reversible character of the reaction of the electret charge with both the liquid and the disperse contaminants it contained. The characteristics of the combined effect of charge, magnetic field, and modifiers added to FE require further investigation using industrial equipment.…”
supporting
confidence: 63%
“…The polypropylene fibers used in masks usually have a surface charge. Such fibers are called electrets and the surface charge arises due to the trapping of charge carriers at defects during the manufacturing process or it is applied on finished respirators, commonly with the corona-discharge method [35][36][37]. With the accumulation of particles on the surface of the thicker fibers the charge is screened and the PRE drops, especially for particles with smaller diameter, which can be seen on the PRE given as a particle diameter vs. time in Figures S9 and S10.…”
Section: Time-dependent Measurementsmentioning
confidence: 99%
“…The standard (equal-time or -frequency) Wigner distribution (WD) is a quasi-probability density function in phase space and was first introduced by E. Wigner [9] in connection to quantum thermodynamics and later found wide-ranging applications in classical [10], [11], as well as in quantum optics [1], [12]. In classical optics, a main use of the Wigner distribution is connected to high-frequency asymptotic and radiative transfer, both of which can be most naturally worked out from the first principle in phase space (see the review [13], [14] and references therein).…”
mentioning
confidence: 99%