Ion stopping force from Bohmian mechanics
We employed Bohmian mechanics to solve the equations of motion for a charged particle traveling in a free electron gas. Quantum effects are accounted for by including the Bohm quantum-mechanical potential Q, which depends on the electronic density, in ...
P. L. Grande +4 more
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Magnetically Controlled Two-Dimensional Charge Transport in Repulsive Nanostructured Potentials. [PDF]
Ciftja O, Bentley CL.
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Electrophoresis of an Oil Drop in a Charged Polymer Gel Medium: Coupled Effects of Drop Electrohydrodynamics and Gel Electroosmosis. [PDF]
Ohshima H.
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Ionized Keplerian Disks Demonstrating Interplay Between Strong Gravity and Magnetism. [PDF]
Stuchlík Z, Vrba J.
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Space-Based Observations of Plasma Waves During Conjunctions Between Host Sensors and Space Objects. [PDF]
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Whisky-Inspired Active Matter. [PDF]
Mohamed K, Henze K, Simmchen J.
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Methodology for quantifying particle charge statistics in electric fields of gas insulations. [PDF]
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Artificial chemotaxis in micro/nanomotors. [PDF]
Velluvakandy R, Ju X, Pumera M.
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An equilibrium rotator glass-forming phase for long-ranged repulsive colloidal rods. [PDF]
Besseling TH +5 more
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Enhancing red color performance in three-color electrophoretic displays using high-frequency voltage and low-voltage differential oscillation. [PDF]
Jiang M +9 more
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